27 citations · 89 across the 10 of their papers we have counts for
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Quantum Hall Effect on the Flag Manifold F_2
Mohammed Daoud, Ahmed Jellal
The Landau problem on the flag manifold is analyzed from an algebraic point of view. The involved magnetic background is induced by two U(1) abe…
Fractional supersymmetry and hierarchy of shape invariant potentials
Maurice Robert Kibler, Mohammed Daoud
Fractional supersymmetric quantum mechanics is developed from a generalized Weyl-Heisenberg algebra. The Hamiltonian and the supercharges of fractional supersymmetric dynamical sys…
Representations of Generalized a Statistics and Eigenstates of Jacobson Generators
Mohammed Daoud
We investigate a generalization of statistics discussed recently in the literature. The explicit complete set of state vectors for the statistics system is given. We co…
Representations and Properties of Generalized Statistics, Coherent States and Robertson Uncertainty Relations
Mohammed Daoud
The generalization of statistics, including bosonic and fermionic sectors, is performed by means of the so-called Jacobson generators. The corresponding Fock spaces are const…
Representations and Properties of Generalized Statistics
Mohammed Daoud
A generalization of statistics is proposed and developed. The generalized quantum statistics is completely specified by a set of Jacobson generators satisfying a set of…
Quantum Hall Droplets on Disc and Effective Wess-Zumino-Witten Action for Edge States
Mohammed Daoud, Ahmed Jellal
We algebraically analysis the quantum Hall effect of a system of particles living on the disc in the presence of an uniform magnetic field . For this, we identify th…