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19922013
most citedClassical integrability of the O(N) nonlinear Sigma model on a half-line

21 citations · 86 across the 8 of their papers we have counts for

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5 papers · 1 filter

hep-th2007

Noncommutative QED corrections to process at linear collider energies

Yongming Fu, Zheng-Mao Sheng

The cross section for process in the framework of noncommutative quantum electrodynamics(NC QED) is studied. It is shown that the NC correction of scattering sec…

hep-th2003★ 9 cited

The noncommutative QED threshold energy versus the optimum collision energy

Zheng-Mao Sheng, Yongming Fu, Haibo Yu

Moller Scattering and Bhabha Scattering on noncommutative space-time is restudied. It is shown that the noncommutative correction of scattering cross sections is not monotonous enh…

hep-th1996★ 21 cited

Classical integrability of the O(N) nonlinear Sigma model on a half-line

E. Corrigan, Z-M Sheng

The classical integrability the O(N) nonlinear sigma model on a half-line is examined, and the existence of an infinity of conserved charges in involution is established for the fr…

hep-th1996★ 1 cited

On the sine-Gordon--Thirring equivalence in the presence of a boundary

Z-M Sheng, H-B Gao

In this paper, the relationship between the sine-Gordon model with an integrable boundary condition and the Thirring model with boundary is discussed and the reflection -matrix…

hep-th1992★ 3 cited

Quantum Liouville Theory On The Riemann Sphere With Punctures

Jin-Min Shen, Zheng-Mao Sheng, Zhong-Hau Wang

We have studied the quantum Liouville theory on the Riemann sphere with n>3 punctures. While considering the theory on the Riemann surfaces with n=4 punctures, the quantum theory n…