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20132024
most citedElementary Proof of a generalization of the Perron-Frobenius theorem in an ordered Banach space

1 citations · 3 across the 14 of their papers we have counts for

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math-ph2023

New Spectral Properties of Imaginary part of Gribov-Intissar Operator

Abdelkader Intissar

In 1998, we have given in ([14] Intissar, A., Analyse de Scattering d'un opérateur cubique de Heun dans l'espace de Bargmann, Comm.Math.Phys.199 (1998) 243-256) the boundary condit…

math-ph2023

Presentation of some elementary properties of Segal-Bargmann space and of unitary Segal-Bargmann transform with applications

Abdelkader Intissar

In this work, we present some elementary properties of Segal-Bargmann space and some properties of unitary Segal Bargmann transform with applications to differential operators aris…

math-ph2022

Spectral analysis of some non-normal operators arising in Reggeon field theory

Abdelkader Intissar

In this work, we present a complete spectral study of a family of non-normal operators arising in Reggeon field theory. This family of operators is an original example who permit u…

math-ph2015

On an application of generalized Jentzsch theorem to Gribov operator in Bargmann space

Abdelkader Intissar

{\it In Bargmann representation, the reggeon's field theory{\color{blue} [5]} is caracterized by the non symmetrical Gribov operator $\displaystyle{H_{λ',μ,λ} = λ' A^{*^{2}}A^{2} +…

math-ph2014

On the chaoticity of some tensor product weighted backward shift operators acting on some tensor product Fock-Bargmann spaces

A. Intissar

In Advances in Mathematical Physics (2011) we showed that the weighted shift acting on classical Bargmann space …

math-ph2014

On the zeros of some families of polynomials satisfying a three-term recurrence associated to Gribov operator

Abdelkader Intissar

We consider families of tridiagonal- matrices with diagonal and off-diagonal entries ; , and wh…