activity
20002005
most citedExact solutions to the Dirac equation for a Coulomb potential in dimensions

43 citations · 89 across the 8 of their papers we have counts for

collaborators

8 papers

cond-mat.stat-mech2005

The optical phenomena in multiple-photon interactions (I)

Xiangyao Wu, Pi-Feng Gong, Zhi-Yong Yi +3

In the recent experiment, the phenomena of superluminal and slow-light propagation in dispersive medium were found, and there are various explanation in theory. We find the phenome…

physics.atom-ph2003★ 3 cited

Interdimensional degeneracies for a quantum -body system in dimensions

Xiao-Yan Gu, Zhong-Qi Ma, Jian-Qiang Sun

Complete spectrum of exact interdimensional degeneracies for a quantum -body system in -dimensions is presented by the method of generalized spherical harmonic polynomials. I…

physics.atom-ph2003★ 9 cited

Quantum four-body system in D dimensions

Xiao-Yan Gu, Zhong-Qi Ma, Jian-Qiang Sun

By the method of generalized spherical harmonic polynomials, the Schrödinger equation for a four-body system in -dimensional space is reduced to the generalized radial equations…

physics.atom-ph2003★ 6 cited

Interdimensional degeneracies for a quantum three-body system in D dimensions

Xiao-Yan Gu, Zhong-Qi Ma, Bin Duan

A new approach is developed to derive the complete spectrum of exact interdimensional degeneracies for a quantum three-body system in D-dimensions. The new method gives a generaliz…

physics.atom-ph2002★ 43 cited

Exact solutions to the Dirac equation for a Coulomb potential in dimensions

Xiao-Yan Gu, Zhong-Qi Ma, Shi-Hai Dong

The Dirac equation is generalized to space-time.The conserved angular momentum operators and their quantum numbers are discussed. The eigenfunctions of the total angular mome…

physics.atom-ph2002★ 16 cited

Quantum three-body system in D dimensions

Xiao-Yan Gu, Bin Duan, Zhong-Qi Ma

The independent eigenstates of the total orbital angular momentum operators for a three-body system in an arbitrary D-dimensional space are presented by the method of group theory.…