Fock-Bargman Representation of the Distorted Heisenberg Algebra
Abstract
The dynamical algebra associated to a family of Isospectral Oscillator Hamiltonians, named Distorted Heisenberg Algebra because its dependence on a distortion parameter W ≥ 0, has been recently studied. The connection of this algebra with the Hilbert space of entire functions of growth (1/2, 2) is analized.
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