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Hopf Structure for the q-Levy-Meixner Oscillator Algebra
Journal article   Peer reviewed

Hopf Structure for the q-Levy-Meixner Oscillator Algebra

Anis Riahi, Habib Rebei, Amine Ettaieb, Ziyad Ali Alhussain and Hedi Ben Elmonser
Open systems & information dynamics, Vol.30(1)
01/03/2023

Abstract

Mathematics Mathematics, Applied Physical Sciences Physics Physics, Mathematical Science & Technology Statistics & Probability
The main purpose of this paper is to investigate a generalized oscillator algebra, naturally associated with the q-Levy-Meixner polynomials. We solve the problem of the Hopf algebraic structure for the q-deformed Levy-Meixner oscillator algebra based on the one-parameter deformation of canonical commutation relations.

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