Abstrait

Analytic Representations in Terms of d2 Coherent States using Theta Functions

P Evangelides

Quantum systems with finite Hilbert space are studied. In d-dimensional Hilbert space, the marginal properties of displacement operators when d � Z are studied. An analytic representation of finite quantum systems, based on d2 coherent states is considered. The entropic uncertainty relations for this set of coherent states are also considered.