南昌大学学报（理科版）
龚仁山
Harmonic Oscillator and the Quantum Lie Algebra su_q (1,1)
Hitoshi Yamakoshi
SU_q（2）相干态的量子统计性质
于肇贤, 刘业厚, 李庆林 +1 more
su(1,1)知的状態
Patrick Joanis, H Mahler Dylan, Hubert de Guise
Coupling q-integral Kernels of q-Coherent States for Quantum Algebra su_q(2)
Li Guang
When the coproduct of two irreducible representations of the quantum algebra su q(2) is formed,the coupling q integral kernels which relate the coupled with uncoupled q coherent states for su q(2) are introduced.The connexion between these kernels and the quantum Clebsch Gordan coefficients of su q(2)is given.The orthonormal properties of these kernels are obtained.
双参数变形量子代数SU（2）q,s相干态的量子统计性质
于舸, 于肇贤, Jie Zhao
一种su(2)相干态的Boson实现
Min Li