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20102025
most citedDiscrete coherent states for higher Landau levels

49 citations · 92 across the 40 of their papers we have counts for

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Showing 2010Show all

6 papers · 1 filter

math-ph2010★ 3 cited

Generalized Binomial Probability Distributions attached to Landau levels on the Riemann sphere

A. Ghanmi, A. Hafoud, Z. Mouayn

A family of generalized binomial probability distributions attached to Landau levels on the Riemann sphere is introduced by constructing a kind of generalized coherent states. Thei…

math-ph2010★ 6 cited

A new class of coherent states with Meixner-Pollaczek polynomials for the Gol'dman-Krivchenkov Hamiltonian

Zouhair Mouayn

A class of generalized coherent states with a new type of the identity resolution are constructed by replacing the labeling parameter zn/n! of the canonical coherent states by Meix…

math-ph2010★ 3 cited

A generating function for Hermite polynomials in connection with Euclidean Landau levels

Zouhair Mouayn

We have formulated a generating function for the Hermite polynomials by comparing two expressions of the same coherent states attached to planar Landau levels. A first expression i…

math-ph2010

Coherent state transforms attached to generalized Bargmann spaces on the complex plane

Zouhair Mouayn

We construct a family of coherent states transforms attached to generalized Bargmann spaces [C.R. Acad.Sci.Paris, t.325,1997] in the complex plane. This constitutes another way of…

math-ph2010★ 3 cited

Probability Distributions attached to generalised Bergman Spaces on the Poincaré Disk

Nour Eddine Askour, Zouhair Mouayn

A family of probability distributions attached to a class of generalized weighted Bergman spaces on the Poincaré disk are introduced by constructing a kind of generalized coherent…

math-ph2010

Integral Transforms Connecting the Hardy space with Barut-Girardello Spaces

Zouhair Mouayn

We construct a one parameter family of integral transforms connecting the classical Hardy space with a class of weighted Bergman spaces called Barut-Girardello spaces.