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Coherent States Associated to the Jacobi Group - a Variation on a Theme by Erich Kähler
Using the coherent states attached to the complex Jacobi group -the semi-direct product of the Heisenberg-Weyl group with the real symplectic groupwe study some of the properties of coherent states based on the manifold which is the product of the n-dimensional complex plane with the Siegel upper half plane.