Coherent States For SU(3)

Details Coherent States For SU(3) Coherent States For SU(3)

2000-12-19

arxiv.org/abs/quant-ph/0012099v1

J.Math.Phys. 42 (2001) 4181-4196

Physics

Quantum Physics

18 pages, LaTeX, no figures

Scientific paper

10.1063/1.1385563

We define coherent states for SU(3) using six bosonic creation and annihilation operators. These coherent states are explicitly characterized by six complex numbers with constraints. For the completely symmetric representations (n,0) and (0,m), only three of the bosonic operators are required. For mixed representations (n,m), all six operators are required. The coherent states provide a resolution of identity, satisfy the continuity property, and possess a variety of group theoretic properties. We introduce an explicit parameterization of the group SU(3) and the corresponding integration measure. Finally, we discuss the path integral formalism for a problem in which the Hamiltonian is a function of SU(3) operators at each site.

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