Fourth Order Approximate Analytic Calculation of (2+1)-D SU(2) Vacuum Wavefunction

  • Considering the arbitrariness for choosing vacuum wavefunction caused by unimodular condition, we replace the disconnected graphs by connected graphs and recalculate the values of μ0 and μ2. The results obtained are very satisfactory.
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  • [1] Shou-Hong Guo,Qi-Zhou Chen,LeiLi,Phys.Rev.,D49(1994)507.[2] Qi-Zhou Chen,Shuo-Hong Guo,Wei-Hong Zheng,Xi-Yan Fang,Phys.Rev.,D50 No.3.[3] J.P.Greensite,Nucl.Phys,B166(1980)113.[4] N.J.Watson,Phys.Lett,B302(1993)463-471.[5] H.Arisue,Phys.Lett,B280(1992)85.
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Hui Ping and Chen Qizhou. Fourth Order Approximate Analytic Calculation of (2+1)-D SU(2) Vacuum Wavefunction[J]. Chinese Physics C, 1995, 19(9): 820-825.
Hui Ping and Chen Qizhou. Fourth Order Approximate Analytic Calculation of (2+1)-D SU(2) Vacuum Wavefunction[J]. Chinese Physics C, 1995, 19(9): 820-825. shu
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Received: 1900-01-01
Revised: 1900-01-01
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Fourth Order Approximate Analytic Calculation of (2+1)-D SU(2) Vacuum Wavefunction

    Corresponding author: Hui Ping,
  • Department of Physics. Guangdong College of Educations, Guangzhou 5103032 Department of Physics, Zhongshan University, Guangzhou 510275

Abstract: Considering the arbitrariness for choosing vacuum wavefunction caused by unimodular condition, we replace the disconnected graphs by connected graphs and recalculate the values of μ0 and μ2. The results obtained are very satisfactory.

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