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\def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} 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\newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z?- lCPS2006,Sept. 15 - 17, 2006, Beijing Ping Rong-Gang OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorhTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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\usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} 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\newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorhTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorhTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) 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{noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} 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\newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorhTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. The measured a value in ppbar agrees well with one of theoretical predictions. ^Q[,4/Pl 0`L0 ~` ~(   x   <A ??0  T   bAO?TP_tmp$f 0 0 0N*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\psip\to\tau^+\tau^-,~{\color{blue}\tau^+\to \mu^+\bar \nu_\tau\nu_e,~\tau^-\to e^-\nu_\tau\bar\nu_e}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1996PICTUREFILESIZE9545p   bAE?TP_tmp` $f 0 0 0j*TEXPOINT latex0 SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} Particle indentification:\\ $e$:$~CL_e>0.01,~E/P>0.65,~P<1.2$GeV.\\ $\mu:~muid\ge 2,~0.5\textrm{GeV}<P<1.2$GeV \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1848PICTUREFILESIZE 27475V   \AHTP_tmp *TEXPOINT latex SOURCEn\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} To require no photon is observed. \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1466PICTUREFILESIZE8835   bAT? "TP_tmp P h$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{itemize} \item Improvement:\\ Continuum contribution measured in data.\\ Efficiency and background estimation .\\ Interference subtraction more reasonable \end{itemize} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1968PICTUREFILESIZE 37383v   N 0W?BESII[SO     <q8r Data MC+cont.+Bg. Cont.+Bg. Bg. > RB   s *D`PRB   s *DRB   s *DRB   s *Dp    bA5?TP_tmp ^$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{itemize} \item Results:\\ 1015 events at resonance.\\ 146$\times 3$ at continuum.\\ {\color{red}B=(0.3100.0210.038)\%}\\ Lepton universality checked \end{itemize} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1318PICTUREFILESIZE 32794   0q "`  SEvents selection and result 2$H   0޽h ? ̙33xp^RЀ3ÿ lHb@00B$ G@;b bW< ]P^bRg r8$,.&A) ƂB!0KQ* Wä2AA Zg; e@>47$#X{(X'#%8Ҷ'?3hm) ᛙ\_Vs z .;] . %y`8z _,7d@awʗcP9' ##3!#׆xoUϽ΍ Y|@n Υ$xCFt+s@vح֎Q~2B/ 01 A@cH|AHx/#4sSAKs}9y=W ҞJ.'˕o`-9xghۏWW;?J0e-*.hUr?Rv >{GRcYփG&pF,oZ~uAu[Z>`SR0JiB)L]E_}q_w n=UH-8d%q O+w?D\^&Qk}Q/Ǹu/q'ȏ$B])K Fnهc?'.:M04Ω=f[:`7ñt/Ȉ\lH"''pRHrVI$'egۧ;RU~ߴxC1K춢}d,!c.Ǽ'p>352ŧ1k6ǤG&SwTi>d yʫ|ӿ<ЫnilV/ƾ)o=cLj(\εWWSM_;]l<437ώE>ݬ5 \Fhl3mqӶl[,=JXG¤Hx>gY9W6tS'KO-V yҍm`k`m]pFAp7>a0=` L89p?x<?x]KTQpι~5u+C(Ke&D Y뮺fK0 4(zJz((msu׏ʯ,s̹ǽ3sӬWrB lBa Dͱ a~؄U_4(F! 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0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} bACCESSLIST>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorfTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total numberDFQPM '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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!"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~4XdXd : 0ppp@ <4!d!d k 0T4-<4dddd k 0T4- <4BdBd l 0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 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\bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} bACCESSLIST>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQHM '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} bACCESSLIST>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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\usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} 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\newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ       (Bghmst $ 3-body Multi-body Radiative decayL $(" abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   4j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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\newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} 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n*rU^$2$o9Haƛ9Y%b$z)14[%$$b$ăׁXe&%b$xFWi@B&$b$/H@;S% zUF)$2$3+w\ ǃ_.) 0AAp3@&[O ʚ;mg8ʚ;g4dddd; 0ppp@ <4!d!d k 0T.<4dddd k 0T. <4BdBd l 0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} 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\newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ       (Bghmst $ 3-body Multi-body Radiative decayL $(" abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   4j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. The measured a value in ppbar agrees well with one of theoretical predictions. ^Q[44      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~/PxKHTQtԗ8EBm&2j*GZ#M8:S2TDZEVDBAT)""Ȕ6(#ZDι8{HTGj?-e2N=ưou$8p>: ;]{Jo]s–y$Z:DT%?)N.e^6۞ +$7Vͪ9rpeq~%)f䭡iڨrt JO]+oH_  i>j/^']x{j05e4o#bCۃj tUe|נ@3\P(5_ʏ6N\`1'a?̪/H$by JV1& Y-"Cb2uSj*?w^'?fxh%^혯܅x_:r%~%HC1~(x/   rMOVVP Paint.Picture0MOVVPEquation Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0ylQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0 lQ_ Equation.30 Microsoft lQ_ 3.0 lQ_ Equation.30 Microsoft lQ_ 3.0 lQ_ Equation.30 Microsoft lQ_ 3.0 lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ Equation.30 Microsoft lQ_ 3.0lQ_ 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Microsoft lQ_ 3.0@@lQ_ Equation.30 Microsoft lQ_ 3.0AAlQ_ Equation.30 Microsoft lQ_ 3.0BBlQ_ Equation.30 Microsoft lQ_ 3.0CClQ_ Equation.30 Microsoft lQ_ 3.0 / 0DDTimes New RomanTT/ܖ 0ܖD[SOes New RomanTT/ܖ 0ܖ DNSeeO New RomanTT/ܖ 0ܖ0DSymbolew RomanTT/ܖ 0ܖ@DNSewiSOlew RomanTT/ܖ 0ܖPDwiSO_GB2312RomanTT/ܖ 0ܖ1`DComic Sans MSnTT/ܖ 0ܖBpDўSOic Sans MSnTT/ܖ 0ܖDWingdings 2SnTT/ܖ 0ܖDWingdings2SnTT/ܖ 0ܖDWebdings2SnTT/ܖ 0ܖ@ .  @n?" dd@  @@`` x 4i$   '8 ,    3-6I '     )B&' @    !    .. 7 ,+G !.   // bb#"*1 7 < >@ C H NP VXY[] _ac e  2$V缚­\PQh8J2$,؂`!MD:J2$Ʋ0նU+{HU2$ IpZ }bmb$r-Z"fZF`8q2$E7oWhʌj2$_͹Qu/d- >b$B ?lÞX(Pb$d)˅#obn@&/C2$WXd0[g?rb$`ޞUjrd{d/ u2$ zQղvZmq2$xyiyK5y`[hb$+ڽCT)y46oi2$5LRDP_f/2$W, 9xW&12$)Hn3~ GDoL]2b$qLٔpIC42$'8 -Mui+FYNJ{Sax2$j.L_^NG!Bqz2$d.e(<]Q>l|2$v< r=#Sڋd{g~~b$ .Ȃm&62$~A_p)Hu/2$Y03DŽx3eb$'c_*(|@i2$0v)fZzgb$ou*ܬ=,բ&b$D8~pqg\aJ!ő Pe 2$z t>T{ oZ2$'۪4䒅 #A \2$н墇GۃK$+F6^2$1ʇT$n_2$|$=% .Pa2$Ȩt%<6~y%^>c2$f)0Tޒdd2$7`8۠E8$7:f2$UeYqg2$۝NTȡvx9i2$+9?vecTAfj2$e!} S4SBXm+l2$ز[EDm2$]ª 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\usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} 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\newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ       (Bghmst $ 3-body Multi-body Radiative decayL $(" abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   4j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} bACCESSLIST>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ       (Bghmst $ 3-body Multi-body Radiative decayL $(" abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(. x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   4j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. The measured a value in ppbar agrees well with one of theoretical predictions. ^Q[44/P+M 0L0 LL -YL(  ,  6f 0,$D 0 y 3-body < $"   X  0A ? * X  0A ?m W    Bs7L2 N92140,$   BLs 2 N91442,$  s *0SP e PRD74, 12004 (2006)4\  \A/TP_tmp $D 0*TEXPOINT latexf SOURCEJ\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $p\bar n \pi^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE22504  \AJTP_tmpV*TEXPOINT latexj SOURCEN\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\bar p n \pi^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE23836 , bA?TP_tmp) A$f 0 0 00*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.25,0.25,0.99} \pagecolor{yellow} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it Main BG.\\ for\\ $B\bar BM$ f.s.\\ 1. $p\bar n\pim{\color{blue}\gamma}$\\ 2. $p\bar n\pim{\color{blue}\piz}$\\ 3. 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\newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} 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\usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} \newcommand{join}{0}{\fontchr{dbsym}{33}} \newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} 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\newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z? -OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ       (Bghmst $ 3-body Multi-body Radiative decayL $(" abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   4j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorlTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number & & DFQ>M '$HfComparison between BES-II and CLEOc for y(2S)BBbar$4(  O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. 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<4BdBd l 0T>%&(DEFAULTDISPLAYSOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}&EMBEDFONTS0fTEXPOINTINIT>\newcommand{select}{0}{\fontchr{cmmi10}{190}} \newcommand{project}{0}{\fontchr{cmmi10}{188}} \newcommand{rename}{0}{\fontchr{cmmi10}{189}} \newcommand{union}{0}{\fontchr{cmsy10}{91}} \newcommand{intersect}{0}{\fontchr{cmsy10}{92}} \newcommand{diff}{0}{\fontchr{cmsy10}{161}} \newcommand{cross}{0}{\fontchr{cmsy10}{163}} 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\newcommand{sjoin}{0}{\fontchr{dbsym}{34}} \newcommand{lsjoin}{0}{\fontchr{dbsym}{34}} \newcommand{rsjoin}{0}{\fontchr{dbsym}{35}} \newcommand{asjoin}{0}{\fontchr{dbsym}{36}} \newcommand{lasjoin}{0}{\fontchr{dbsym}{36}} \newcommand{rasjoin}{0}{\fontchr{dbsym}{37}} \newcommand{ojoin}{0}{\fontchr{dbsym}{38}} \newcommand{lojoin}{0}{\fontchr{dbsym}{39}} \newcommand{rojoin}{0}{\fontchr{dbsym}{40}} \newcommand{ins}{0}{\triangle} \newcommand{del}{0}{\triangledown} \newcommand{fd}{0}{\fontchr{cmsy10}{33}} \newcommand{mvd}{0}{\fontchr{dbsym}{41}} ___PPT10D[SOes New RomanTTԕ 0ԕDTimes New RomanTTԕ 0ԕ pp*___PPT9 z?- lCPS2006,Sept. 15 - 17, 2006, Beijing Ping Rong-Gang OV= BICHEP06,July 26 - August 2, 2006  NRecent Results of y(2S) Decays at BESIIB(&0303&03fsR IHEP, Beijing for the BES Collaboration 3h Z2$f$f $3$f&&  f&0c..Outline<y(2S)t+t- 12% rule y(2S)3-body y(2S)pnp-,pnp- y(2S)p+p-p0K+K- yBB Z0ZZZ        ghmst $ 3-body Multi-body Radiative decayL $( abrceqvw ~The difference between previous BES-I measurement and recent CLEOc is significant According to the hadron helicity conservation, the angular distribution of J/y y(2S)B8B8 satisfy: x  P=(.x LNgood charged=2 Two tracks are identified as proton or anti-proton. and |t+-t-|<4ns qacol<5o E+>0.75GeV |E++E--3.686|<0.13GeV D*9 7, 6j( yzAngular distribution { | PID, 2 of 4 good charged tracks with high momentum are taken as proton and anti-proton, the other two are pion. Secondary vertex finding Total energy Pmiss<0.18GeV <   ,j) &'(} <PID and second vertex finding are same as above channel. Pmiss<0.25GeV Ng>2 4-C fit, Determine pair by minizing :: V,9T+~   O6 good charged. The two tracks with higher momentum are taken as proton and anti-proton. The other 4 tracks are taken as pions. At least one of 4 combinations can pass the secondary vertex finding algorithm, if more than one, the one with the least will be selected. Pmiss<0.15GeV>P 7  ,y ,-%Systematic errorhTrack efficiency Hadronic interactive model Uncertainty of background L vertex finding L decay length Kinematic fit PID Energy cut Recoiling mass and Pmiss cut. y(2S) total number DFQ>M '$O@  is improved. Many intermediate states are observed in such as r,w,K*,f0(1710). are studied. with 4 final states are measured and our results are very consistent with CLEOc s. The measured a value in ppbar agrees well with one of theoretical predictions. ^Q[,4/P  0` ` ̙33` 333MMM` ff3333f` f` f` 3>?" dd@,|?" dd@   " @ ` n?" dd@   @@``PR    @ ` ` p>> (    6N P  LUSQdkYkHrh7h_    0Q   8USQdkYkHre,g7h_ ,{N~ ,{ N~ ,{V~ ,{N~    0W ``  X*  0^ `   Z*  0a `   Z*B  s *޽h ? ̙33  ؞!jg  0 <(  < < N42tt B   n*  p88pp < NEtt  xB  z* p88ppd < c $ ?pU   < N,Stt  T$K  8USQdkYkHre,g7h_ ,{N~ ,{ N~ ,{V~ ,{N~   < T_tt /   x* p88pp < T8Jtt  x/  z* p88ppH < 0rllC ? ̙3380___PPT10.Ef|h 8(  8 8 NP$tt B  $ n*  p88pp 8 N_$tt  xB $ x* p88pp 8 TTf$tt /  $ v* p88pp 8 Ts$tt  x/ $ x* p88ppH 8 0rllC ? ̙3380___PPT10.E | 0L0   H(  H H  6Ӎ"`Ts  r H S YV     H 0`1 0   h ,{NJ\hQVؚirtt^O" ( '0c H H 0޽h ? ff3333f  0L0 xP (     <<8"`   8 x  c $8< 8   6\_8"'B 8-( 0  fA ? ?"`A    f  s *A ? ?F   `  c $A ??   `   c $A ?? g `   c $A ??:    6 "-B 8-(H  0޽h ? ̙33___PPT10u..|pӾ+D=' $ = @B +N 0L0 MM@(M(  ~  bA.?TP_tmp $ 0 0 0x*TEXPOINT latex> SOURCE"\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} %%%%%% tabular%%%% \begin{tabular}{ccc} \hline\hline $Br_{ee}$&$Br_{\mu\mu}$&$Br_{\tau\tau}/0.3885$\\\hline $7.5\pm3.1\times 10^{-3}$&$(7.3\pm 0.8)\times 10^{-3}$&$(7.0\pm 1.1\pm 1.4)\times 10^{-3}$\\ \hline\hline \end{tabular} %%%%%%%%%%%%%% \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2898PICTUREFILESIZE 23296  bA?TP_tmp` t$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{itemize} \item First observation by DASP: PLB73,109(1978), no BR \item First measurement by BESI: PRD65, 052004 (2002)\\ {\color{blue}B=$(0.271\pm 0.043\pm 0.055)$\%} \end{itemize} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2448PICTUREFILESIZE 42633t  bA0?TP_tmpPp\ $f 0 0 0n*TEXPOINT latex4 SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} ${Br_{ee}\over v_e(3/2-v_e^2/2)}={Br_{\mu\mu}\over v_\mu(3/2-v_\mu^2/2)}={Br_{\tau\tau}\over v_\tau(3/2-v_\tau^2/2)}$\\ with $v_l=\sqrt{1-(4m_l^2/M^2_{\psip})}$\\ $\textrm{Br}_{ee}\simeq \textrm{Br}_{\mu\mu}={\textrm{Br}_{\tau\tau}\over 0.3885}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1838PICTUREFILESIZE 28772  s *A <??"`P x <dH  0޽h ? ̙33y___PPT10Y+D=' $ = @B +F 0sL0 PFn(    bA3?TP_tmp`t$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ ee.eps} \vspace*{0cm} \parbox{0.5\textwidth} \end{center} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH5548PICTUREFILESIZE 67622  \A6TP_tmp *TEXPOINT latexR SOURCE6\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $e^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1356  \ATP_tmp*TEXPOINT latexR SOURCE6\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $e^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1447   \A7TP_tmp@0*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\gamma$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH66PICTUREFILESIZE1300"   \A8TP_tmppP*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\tau^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH126PICTUREFILESIZE1351"   \A9TP_tmp0*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\tau^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1225   \ATP_tmp ` *TEXPOINT latexR SOURCE6\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $e^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1447   \A6TP_tmp ` *TEXPOINT latexR SOURCE6\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $e^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1356    \A7TP_tmpp0 *TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\gamma$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH66PICTUREFILESIZE1300   \A7TP_tmp@`*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\gamma$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH66PICTUREFILESIZE1300"  \A9TP_tmp `*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\tau^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1225"  \A8TP_tmpP*TEXPOINT latexX SOURCE<\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\tau^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH126PICTUREFILESIZE1351  bA@?TP_tmp p$f 0 0 0*TEXPOINT latexV SOURCE:\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\psip$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH266PICTUREFILESIZE3175 ( bAK?TP_tmpEiv$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\sigma^0(s)={4\pi\alpha^2\over 3}{\beta(3-\beta^2)\over 2}\times$\\ $\left \{1+{\xi^2\over s}{2(s-M^2)\over (s-M^2)^2+M^2\Gamma^2}+{\xi^4\over s^2}{1\over (s-M^2)^2+M^2\Gamma^2}\right \}$\\ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1868PICTUREFILESIZE 21269 0 bAS?TP_tmp v$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\sigma(s)=$\\${1\over \sqrt{2\pi\Delta}}\int_0^{\infty}d\sqrt{s'}e^{-(\sqrt{s}-\sqrt{s'})^2/2\Delta^2} \int_0^\beta dx~ \sigma^0(s'(1-x)){F_i(x,s')F_c(\beta)F_f(\beta)\over [1-\Pi(s'(1-x))]^2}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2898PICTUREFILESIZE 28100 2 bA,?TP_tmp   $f 0 0 0*TEXPOINT latexT SOURCE8\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} where $\xi^2={3M^2\over \alpha_s}\Gamma_{ll}(1+{2m_l\over M^2})^{-1}(1-{4m_l^2\over M^2})^{-1/2}$, $\beta=\sqrt{1-{4m^2_\tau\over s}}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2668PICTUREFILESIZE 19481d2 3 <|  ^2 5 6|@ RB 6 s *D@p 9 bAF?TP_tmp@g($f 0 0 0*TEXPOINT latex~ SOURCEb\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\color{red} $\sigma^0_{RES}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE2727RB : s *D  < bAI?TP_tmp@ P ($f 0 0 0*TEXPOINT latex~ SOURCEb\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\color{red} $\sigma^0_{INT}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE2506RB = s *D`p0 @ bAL?TP_tmp@,$f 0 0 0*TEXPOINT latex SOURCEf\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \color{red} $\sigma^0_{QED}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH256PICTUREFILESIZE2852 D bAM?TP_tmp p d$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $F_i(x,s):$ initial state radiation correction;\\~$F_c(\beta)$: coulomb correction;\\~$F_f(\beta):$~final state radiation correction; \\$\Pi(s):$~vacuum polarization effect correction \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1918PICTUREFILESIZE 40861 F bAG?TP_tmp` h$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} Ref.\\ 1. E. A. Kuraev and V. S. Fadin, Yad. Fiz. 41, 733(1985).\\ 2. F. A. Berends, et. al. , Phys. Lett. 63B, 432(1976)\\ 3. J. M. Wu, High Energy Phys. Nucl. Phys. 17, 379 (1993) \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2638PICTUREFILESIZE 51991H  0޽h ? ̙33 0`L0 ;3` ˕(   x   <A ??0  T   bAO?TP_tmp$f 0 0 0N*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\psip\to\tau^+\tau^-,~{\color{blue}\tau^+\to \mu^+\bar \nu_\tau\nu_e,~\tau^-\to e^-\nu_\tau\bar\nu_e}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1996PICTUREFILESIZE9545p   bAE?TP_tmp` $f 0 0 0j*TEXPOINT latex0 SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} Particle indentification:\\ $e$:$~CL_e>0.01,~E/P>0.65,~P<1.2$GeV.\\ $\mu:~muid\ge 2,~0.5\textrm{GeV}<P<1.2$GeV \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1848PICTUREFILESIZE 27475V   \AHTP_tmp *TEXPOINT latex SOURCEn\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} To require no photon is observed. \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1466PICTUREFILESIZE8835   bAT? "TP_tmp P h$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{itemize} \item Improvement:\\ Continuum contribution measured in data.\\ Efficiency and background estimation .\\ Interference subtraction more reasonable \end{itemize} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1968PICTUREFILESIZE 37383   bA4?TP_tmp``Psf$f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{blue} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\color{white}\bf Event Selection and Preliminary Results\\ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2048PICTUREFILESIZE 12357v   N 0W?BESII[SO     <q8r Data MC+cont.+Bg. Cont.+Bg. Bg. > RB   s *D`PRB   s *DRB   s *DRB   s *Dp    bA5?TP_tmp ^$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{itemize} \item Results:\\ 1015 events at resonance.\\ 146$\times 3$ at continuum.\\ {\color{red}B=(0.3100.0210.038)\%}\\ Lepton universality checked \end{itemize} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1318PICTUREFILESIZE 32794H   0޽h ? ̙33 0 x((  (F ( 0Tq@`,$ 0 2M. Appelquist and H. D. Politzer, PRL34, 43 (1975)03`EZ33,  x ( BA~ V?"  ( s *A ?? `mx dF ( 0\q@ ,$ 0 fThis is the famous (or notorious)  12% rule .04`EZ34f ( bA?TP_tmp0`P$ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{blue} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \color{white} 2. $\psip$ decays and 12\% rule \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1318PICTUREFILESIZE 10303H ( 0޽h ? ̙33{  0 ,2(  , , 0 @  12% rule G6 6(( 6` , c $A ??   r , S  )M ) H , 0޽h ? ̙33y___PPT10Y+D=' $ = @B +e 0L0 MeEe -d(  ,  6Of 0,$D 0 y 3-body < $"   X  0A ?@ * X  0A ?m *    Bxg"7LB N92140,$   Bm" B N91442,$  s *z0SP e PRD74, 12004 (2006)4\  \A/TP_tmp $D 0*TEXPOINT latexf SOURCEJ\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $p\bar n \pi^-$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE22504  \AJTP_tmpV*TEXPOINT latexj SOURCEN\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} $\bar p n \pi^+$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH246PICTUREFILESIZE23836 , bA?TP_tmp) A$f 0 0 00*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.25,0.25,0.99} \pagecolor{yellow} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it Main BG.\\ for\\ $B\bar BM$ f.s.\\ 1. $p\bar n\pim{\color{blue}\gamma}$\\ 2. $p\bar n\pim{\color{blue}\piz}$\\ 3. $p\bar n\pim{\color{blue}\pi^0\gamma}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH558PICTUREFILESIZE 17330 - bAx?TP_tmp$f 0 0 0|*TEXPOINT latexB SOURCE&\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{yellow} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it Branching fractions of $\psip\to Mp\bar p$ \\are usefull for $p\bar p$ annihilation experiment PRD73,096003 (2006). \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2858PICTUREFILESIZE 32985B  s *޽h ? ̙33xP 0SL0 PP6O(    s * 2 p  M Suppressed!!$   65f 0 y 3-body < $"     % s *=P & OBESII: PRD71, 072006 (2005) & s *pA0P V NBESII: PRD74, 12004 (2006)" 0 \ATP_tmp)  *TEXPOINT latexT SOURCE8\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $B(\ppbar \piz):B(p\bar n\pim):B(p\bar n\pip)\simeq1:2:2$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION06BITMAPFORMATpngmono(ORIGWIDTH1766PICTUREFILESIZE7453B 5 bAQ?TP_tmp  $f 0 0 0<*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf $\dagger:$ PDG value \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION06BITMAPFORMATpngmono&ORIGWIDTH696PICTUREFILESIZE2155 6 bAV?TP_tmpD$ 0 0 0*TEXPOINT latex SOURCEz\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf %%%%%% tabular%%%% \begin{tabular}{|c|c|c|c|} \hline\hline Mode&$B_{\psip\to X}(10^{-4})$&$B_{\jp\to X}(10^{-3})\dagger$&$Q_h(\%)$\\\hline $p\bar n\pim$&$2.45\pm 0.11\pm 0.21$&$2.02\pm 0.17$&$12.1\pm 1.6$\\ $p\bar n\pip$&$2.52\pm 0.12\pm 0.22$&$1.93\pm 0.17$&$13.1\pm1.8$\\\hline $p\bar p\piz$&$1.32\pm 0.10\pm 0.15$&$1.09\pm 0.09$&$12.1\pm1.9$\\ $\ppbar\eta$&$0.58\pm 0.11\pm 0.07$&$2.09\pm 0.18$&\color{red}$2.8\pm 0.7$\\\hline\hline \end{tabular} %%%%%%%%%%%%%% \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND1(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH2708PICTUREFILESIZE 72409T  <d޽h ? ̙33m 0L0 . (   .   B?"G (Multi-body y decaysN g      0|` P oBESII, PRD73, 052004 (2006)8ff   bAd?"TP_tmp@v$f 0 0 0*TEXPOINT latexj SOURCEN\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\psip\to K^+K^-\pp\piz$ final state \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1578PICTUREFILESIZE 105508 pge  . 0P@ pge  - pge 4@ pge  , pge ~@ pge  + pge f@ pge  * pge \N@ g  ! pge 5@ g   g    bA|?TP_tmpg 8$ 0 0 0*TEXPOINT latex SOURCEl\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{13cm}\textheight 11cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \begin{figure}[htbp] \vspace*{0cm} \begin{center} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig1a.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig1b.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig2a.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{ fig3b.eps}} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig4a.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig5a.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig6a.eps }} \parbox{0.2\textwidth}{\epsfysize=3cm \epsffile{fig7a.eps }} \end{center} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH311:PICTUREFILESIZE 197671b   bAk? "TP_tmp06$f 0 0 0T*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\piz$\\ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH116PICTUREFILESIZE1513x   bAl? "TP_tmp@ $ 0 0 0j*TEXPOINT latex4 SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\piz$\\ $continum$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH466PICTUREFILESIZE4797 "  \AmTP_tmp  VN*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\omega$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH76PICTUREFILESIZE1297 #  \AnTP_tmp`^V*TEXPOINT latex  SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $f_0(1710)$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH366PICTUREFILESIZE3347 $  \AcTP_tmp0 `X*TEXPOINT latex" SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $K^*(892)^0$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH416PICTUREFILESIZE4139n &  bAh?TP_tmp` 0 $f 0 0 0`*TEXPOINT latex* SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $K^*(892)^{+/-}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH536PICTUREFILESIZE4668 '  \AiTP_tmp@7 RJ*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\rho$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH66PICTUREFILESIZE1276f )  bAj?TP_tmp p0 $f 0 0 0X*TEXPOINT latex" SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\rho^{+/-}$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH226PICTUREFILESIZE2003H   0޽h ? ̙33  0:L0 #  (  .  B?" g (Multi-body y decaysN g     0  oBESII, PRD73, 052004 (2006)8ff$  bA?TP_tmp  $ 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \pim {\pi^-} \def \pip {\pi^+} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \definecolor{wh}{rgb}{0.99,0.69,0.99} \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm} \begin{tabular}{cccc} \hline\hline Mode & Br$(\psip\to X)$&Br($J/\psi\to X$)&$Q_h$\\ $h$&$(\times 10^{-4})$&$(\times 10^{-4})$&$(\%)$\\\hline $\kk\pp\piz$&$11.7\pm 1.0\pm1.5$&$120\pm28$&$9.8\pm 2.8$\\ $\omega\kk$&$2.38\pm 0.37\pm 0.29$&$16.8\pm2.1$&$14.5\pm 3.4$\\ $\omega f_0(1710),f_0\to \kk$&$0.59\pm 0.20\pm 0.09$&$6.6\pm1.3$&$8.9\pm 3.8$\\ $K^*(892)^0K^-\pip\piz+c.c.$&$8.6\pm 1.3\pm 1.8$&$---$&\\ $K^*(892)^+K^-\pip\pim+c.c.$&$9.6\pm2.2\pm1.7$&$---$&\\ $K^*(892)^0K^-\rho^++c.c.$&$6.1\pm1.3\pm1.2$&$---$&\\\hline\hline \end{tabular} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH340:PICTUREFILESIZE 100324B  Ht֛1Ȝ?" t RSome modes are suppressed, some are enhanced, while some others obey the 12% rule!8Sq Rf @`H  0޽h ? ̙33, 0pL0 ^,V,*0 +(  b8  9  ' 9    bA-TP_tmp 9  *TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \begin{figure}[htbp] \vspace*{0cm} \hspace*{-0.cm} \epsfysize=5cm \epsffile{metap_p.eps } \vspace*{0cm} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1688PICTUREFILESIZE 95653  hAa?TP_tmp}m$f 0 0 0*TEXPOINT latex\ SOURCE@\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\psi(2S)\to\gamma\eta\pi\pi$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH666PICTUREFILESIZE5211  hAb?TP_tmp p:7$ 0 0 0p*TEXPOINT latex: SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\eta'(958)$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH316PICTUREFILESIZE3518T  bA`TP_tmp(3H*TEXPOINT latex| SOURCE`\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\eta(1405)$\\ $\eta(1475)$\\ $f_1(1420)$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH396PICTUREFILESIZE8976RJ8 5?0  &5 2T @  !# 5?0    \ATP_tmp@ vn*TEXPOINT latex2 SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{mgg_p.eps } \vspace*{0cm} \end{center} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH172:PICTUREFILESIZE 104657  bAa?TP_tmp$f 0 0 0*TEXPOINT latex\ SOURCE@\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\psi(2S)\to\gamma\eta\pi\pi$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH666PICTUREFILESIZE5211  bA_TP_tmpRJ*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it $\eta$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256$ORIGWIDTH66PICTUREFILESIZE1286L  bAf?TP_tmp P@ $f 0 0 0F*TEXPOINT latex  SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it ${\textrm{B}(\psi\to\gamma\eta(1405/1475)\to\gamma K\bar K\pi)\over \textrm{B}(\psi\to\gamma f_1(1420)\to\gamma K\bar K\pi)}=3.5$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1368PICTUREFILESIZE 14322~d8 0;  %; 0 *   hA\?TP_tmp; $f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \begin{figure}[htbp] \vspace*{0cm} \hspace*{-0.cm} \epsfysize=5cm \epsffile{mkkpiz_gkkpiz.eps } \vspace*{0cm} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1738PICTUREFILESIZE 87894R2T 0D  # 0D (   bA[? "TP_tmp0D $f 0 0 0*TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \begin{figure}[htbp] \vspace*{0cm} \hspace*{-0.cm} \epsfysize=5cm \epsffile{mkskp_gkskp_low.eps } \vspace*{0cm} \end{figure} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH1748PICTUREFILESIZE 92083  bAe?TP_tmpP  $$ 0 0 0*TEXPOINT latexz SOURCE^\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\psi(2S)\to$\\ $\gamma K_s^0 K^+\pim+c.c.$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH776PICTUREFILESIZE7900   hAg?TP_tmp  $ 0 0 0*TEXPOINT latex` SOURCED\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it\color{blue} $\psi(2S)\to\gamma K^+K^-\pi^0$ \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256&ORIGWIDTH906PICTUREFILESIZE6395` ( c $A] ??, d  t * s *A ??"`t b H  0޽h ? ̙339F 0uL0 EEaE(  *  bAW?TP_tmpV2*$f 0 0 0)*TEXPOINT latex' SOURCEf'\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} \newcommand{\ccb}{c\overline{c}} \newcommand{\EE}{e^+e^-} \newcommand{\psip}{\psi(2S)} \newcommand{\psp}{\psi(2S)} \newcommand{\jpsi}{J/\psi} \newcommand{\rar}{\rightarrow} \newcommand{\ra}{\rightarrow} \newcommand{\pipipi}{\pi^+\pi^-\pi^0} \newcommand{\pipi}{\pi^+ \pi^- } \newcommand{\piz}{\pi^0} \newcommand{\kstark}{K^*(892)\overline{K}+c.c.} \newcommand{\kst}{K^*(892)} \newcommand{\ks}{K^0_S} \newcommand{\xcj}{\chi_{cJ}} \newcommand{\etap}{\eta^{\prime}(958)} \newcommand{\etaf}{\eta(1405)/\eta(1475)} \newcommand{\etafl}{\eta(1405)} \newcommand{\etafh}{\eta(1475)} \newcommand{\xc}{\chi_{c1}} \newcommand{\psixc}{\psip\rightarrow \gamma\chi_{c1}} \newcommand{\api}{a_0^{\pm}\pi^{\mp}} \newcommand{\ft}{f_2(1270)} \newcommand{\aon}{a_0(980)} \newcommand{\psipto}{\psi(2S)\rightarrow} \newcommand{\pspto}{\psi(2S)\rightarrow} \newcommand{\jpsito}{J/\psi\rightarrow} \newcommand{\gamg}{\gamma\gamma} \newcommand{\gxc}{\gamma\chi_{c1}} \newcommand{\etapsi}{\psip\rightarrow{\eta J/\psi}} \newcommand{\pppsi}{\psip\rightarrow{\pipi J/\psi}} \newcommand{\GeV}{\hbox{~GeV}} \newcommand{\gev}{\,\mbox{GeV}} \newcommand{\mev}{\,\mbox{MeV}} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% dusx \newcommand{\KK}{K^+K^-} \newcommand{\kk}{K^+K^-} \newcommand{\zz}{\overline{p} p} \newcommand{\gpp}{\gamma \pi^+\pi^-} \newcommand{\gkk}{\gamma K^+K^-} \newcommand{\gppb}{\gamma p\overline{p}} \newcommand{\ksks}{K^0_S K^0_S} \newcommand{\gksks}{\gamma K^0_S K^0_S} \newcommand{\ssb}{\Sigma^0\overline{\Sigma^0}} \newcommand{\aab}{\Lambda\overline{\Lambda}} \newcommand{\gaa}{\gamma\Lambda\overline{\Lambda}} \newcommand{\kskp}{K^0_S K^+ \pi^- + c.c.} \newcommand{\gkskp}{\gamma K^0_S K^+ \pi^- + c.c.} \newcommand{\gkkp}{\gamma K \overline{K} \pi} \newcommand{\ppjpsi}{\pi^+\pi^-J/\psi} \newcommand{\chicJ}{{\chi_{cJ}}} \newcommand{\chicj}{\chi_{cJ}} \newcommand{\chicz}{{\rm\chi_{c0}}} \newcommand{\chico}{{\rm\chi_{c1}}} \newcommand{\chict}{{\rm\chi_{c2}}} \newcommand{\chicot}{{\rm\chi_{c1,2}}} \newcommand{\chiczt}{{\rm\chi_{c0,2}}} \newcommand{\BR}{{\cal B}} \newcommand{\afs}{\alpha_s} \newcommand{\bgp}{\beta\raisebox{.3ex}{$\gamma$}} \newcommand{\eff}{\scalebox{1.0}{$\varepsilon$}} \newcommand{\sinth}{\sin{\theta}} \newcommand{\costh}{\cos{\theta}} \newcommand{\Npsp}{N_{\psi^{\prime}}} \newcommand{\dedx}{dE/dx} \newcommand{\mn}{\mu\nu} \newcommand{\pip}{\pi^+} \newcommand{\pim}{\pi^-} \newcommand{\kl}{K^0_L } \newcommand{\kz}{K^0} \newcommand{\kp}{K^+} \newcommand{\km}{K^-} \newcommand{\kbar}{\overline{K}} \newcommand{\kzbar}{\overline{K}^0} \newcommand{\kstz}{K^{*0}} \newcommand{\kstzbar}{\overline{K}^{*0}} \newcommand{\kstp}{K^{*+}} \newcommand{\kstm}{K^{*-}} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf\it \begin{table*}[htbp] \begin{center} \begin{tabular}{cccccc} \hline \hline Channel ($\psipto$) & $n^{sig.}$ & $\eff$ (\%)& $\BR_{\psipto}(\times 10^{-4})$ & $\BR_{\jpsito}(\times 10^{-4})$ & $\frac{\BR(\psip)}{\BR(\jpsi)}$(\%) \\ \hline ${\gamma\eta\pipi}^{a}$ & 418$\pm$60 & 8.69 & 8.71$\pm$1.25$\pm$1.64 & $-$ & $-$ \\ ${\gamma\eta\pipi}^{b}$ & $-$ & $-$ & 3.60$\pm$1.42$\pm$1.83 & 39$\pm$7.3 & 9.2$\pm$6.2 \\ $\gamma\etap$ & 23$\pm$5 & 7.58 & 1.24$\pm$0.27$\pm$0.15 & 43.1$\pm$3 &\color{red} 2.9$\pm$0.7 \\ $\gamma\eta(1405)\rar\gamma\eta\pipi$ & 10$\pm$7 & 5.06 & 0.36$\pm$0.25$\pm$0.05 & 3.0$\pm$0.5 & 12$\pm$10 \\ & $<24$ & 5.06 & $<1.0$ & 3.0$\pm$0.5 & $<33$ \\ $\gamma\eta(1475)\rar\gamma\eta\pipi$ & $<20$ & 4.80 & $<0.83$ & 3.0$\pm$0.5 & $<28$ \\ \hline $\gamma\eta(1405)\to \gkkp\ ^c$ & $<11$ &4.54 & $<0.8$ & $28\pm6$ & $<2.9$\\ $\gamma\eta(1475)\to \gkkp\ ^c$ & $<16$ &4.58 & $<1.5$ & $28\pm6$ & $<5.4$ \\\hline $\gamma\eta(1405)\to \gkkp\ ^d$ & $<9$ &3.63 & $<1.3$ & $28\pm6$ & $<4.6$ \\ $\gamma\eta(1475)\to \gkkp\ ^d$ & $<9$ &3.54 & $<1.4$ & $28\pm6$ & $<5.0$ \\ \hline \hline \multicolumn{6}{l}{$^a$ all processes in the $\psipto\gamma\eta\pipi$;} \\ \multicolumn{6}{l}{$^b$ all processes excluding $\psipto\gamma\chi_{c1}\rar\gamma\eta\pipi$;}\\ \multicolumn{6}{l}{$^c$ the decay mode is $\gamma\kskp$;}\\ \multicolumn{6}{l}{$^d$ the decay mode is $\gamma\kk\piz$.} \end{tabular} \end{center} \end{table*} \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth} {\caption{\label{ }}} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH410:PICTUREFILESIZE 220142&  bA{?TP_tmp0P$ 0 0 0 *TEXPOINT latex SOURCE\documentclass{article}\pagestyle{empty} \usepackage{graphicx} \usepackage{epsfig} \usepackage{epsf} \usepackage{dcolumn} \usepackage{bm} \usepackage{color} \usepackage{amsmath} \usepackage{CJK} %%%%%%%%%%% group newcommand \newcommand{\ccbar}{c\bar c} \newcommand{\cbb}{\chi_{c_J}\to B\bar B} \newcommand{\ccj}{\chi_{c_J}} \newcommand{\chicj}{\ccj} \newcommand{\nstar}{N^{*}} \newcommand{\st}[1]{|#1\rangle} \newcommand{\xx}{\Xi^-\bar{\Xi}^+} \def \qqbar {q\bar q} \def \jp {J/\psi} \newcommand{\str}[1]{|#1\rangle} \newcommand{\elmnt}[3]{\langle #1|#2|#3\rangle} \newcommand{\kz}{K_s^0} \newcommand{\ppbar}{p\bar p} \newcommand{\llpp}{\Lambda\bar\Lambda\pi^+\pi^-} \newcommand{\kkpp}{K_S^0 K_S^0p\bar p} \newcommand{\chis}{\chi^2} \newcommand{\psip}{\psi(2S)} \newcommand{\ks}{K_S^0} \newcommand{\gfptp}{\gamma 2(\pi^+\pi^-)\ppbar} \newcommand{\abcd}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill(d)\hspace*{#2}\vspace*{#4}} \newcommand{\abc}[4]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3} \\ \hspace*{#2}(c) \hfill \hspace*{#2}\vspace*{#4}} \newcommand{\ab}[3]{{\vspace*{#1} \hspace*{#2}(a)\hfill (b)\hspace*{#2}} \vspace*{#3}} \newcommand{\mc}{Monte Carlo~} \newcommand{\mypar}[1]{\centering{\parbox[c][][c]{14cm}{#1}}} \def \lt {\hspace{-0.6cm}} %\def \vs {\vspace{0.6cm}} \def \np {\vspace{0.6cm}\hspace{-0.6cm} \\} \def \psp {\psi'} \def \jpsi {J/\psi} \def \jpsito {J/\psi\to} \def \kk {K^+K^-} \def \pp {\pi^+\pi^-} \def \pspto {\psip\to} \def \kskp {K_SK^+\pi^-+c.c.} \def \chiczto {\chi_{c0}\to} \def \chicoto {\chi_{c1}\to} \def \chictto {\chi_{c2}\to} \def \kap {K^+} \def \kam {K^-} \def \ra {\to} \def \piz {\pi^0} \def \ks {K_S} \def \tpr {12\% rule~} \def \rp {\rho\pi} \def \chsq {\chi^2} \def \hd {\textrm{hadrons}} \def \bg {background~} \def \g {\gamma} \def \ie {{\it i.e.}} \def \pim {\pi^-} \def \pip {\pi^+} \def \piz {\pi^0} \def \ncd {noncentral chi-squared distribution~} \def \cfm {$\chis$ fit method} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%55 \definecolor{wh}{rgb}{0.99,0.69,0.99} \pagecolor{white} \setlength{\textwidth}{12cm}\textheight 10cm \begin{document} \begin{CJK*}{GBK}{kai} \hspace{-0.6cm}\bf Summary of branching fractions for $\psip$ decays into $\gamma \eta\pi\pi$ and $\gamma K\bar K \pi$ final states. \end{CJK*} \end{document} %%%%%% itemize%%%% \begin{itemize} \end{itemize} %%%%%%%%%%%%%% %%%%%% tabular%%%% \begin{tabular}{ccc} \end{tabular} %%%%%%%%%%%%%% %%%%%%figure ====== \begin{figure}[htbp] \vspace*{0cm} \begin{center} \hspace*{-0.cm} \epsfysize=5cm \epsffile{ } \vspace*{0cm} \parbox{0.5\textwidth}{text} {\caption{\label{ }}} \end{center} \end{figure}4EXTERNALNAME TP_tmp BLEND0(TRANSPARENT0,RESOLUTION1200D2WORKAROUNDTRANSPARENCYBUG0<*ALLOWFONTSUBSTITUTION04BITMAPFORMAT png256(ORIGWIDTH3428PICTUREFILESIZE 26070t  s *A ??"`t b   0)"`] m E PRD, 74(072001) 2 H  0޽h ? ̙33N 0 08(  8d 8 0tf "p ,$ 0 Facts: y VP : suppressed y PP : enhanced/supressed y VT : suppressed Multi-body : obey/sup Radiative : enhanced/supressed4`N Z3}`N Z3e   e e #r    +    8 0?" @0 Seems no obvious rule to categorize the suppressed, the 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