Non-Hermitian oscillator Hamiltonians and multiple Charlier polynomials

Physics – Mathematical Physics

Scientific paper

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15 pages

Scientific paper

A set of r non-Hermitian oscillator Hamiltonians in r dimensions is shown to
be simultaneously diagonalizable. Their spectra is real and the common
eigenstates are expressed in terms of multiple Charlier polynomials. An
algebraic interpretation of these polynomials is thus achieved and the model is
used to derive some of their properties.

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