The su μ (1,1) Coherent States on the Quantum Complex Plane
Gong Ren-shan · Communications in Theoretical Physics · 1998
The su μ (1,1) coherent states on the quantum complex plane are introduced. It is shown that the Bargmann representation corresponding to these coherent states may be constructed with analytic functions of quantum complex variables. By means of the integral and differential calculus on the quantum complex plane some properties of the Bargmann representation are discussed.