Z. Mouhcine

activity

20152017

most citedAn integral transform connecting spherical analysis on harmonic NA groups to that of odd dimensional real hyperbolic spaces

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

collaborators

3 papers

math.CA2017★ 2 cited

An integral transform connecting spherical analysis on harmonic NA groups to that of odd dimensional real hyperbolic spaces

A. Intissar, M. V. Ould Moustapha, Z. Mouhcine

The main aim of the present paper is to establish an integral transform connecting spherical analysis on harmonic NA groups to that of odd dimensional real hyperbolic spaces. Moreo…

math.CV2016

Likewise theta functions of rank $r$ on $R^{d}$ : analytic properties and associated Segal-Bargmann transform

A. Ghanmi, A. Intissar, Z. Mouhcine +1

We introduce and study the Hilbert space of $(L^{2}, Γ, χ)$ -likewise theta functions on $R^{d}$ with respect to a given discrete subgroup $Γ$ of arbitrary rank and a character $…

math.CV2015★ 1 cited

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order $m$ : Explicit formulae for reproducing kernels and asymptotic

A. El Hamyani, A. Ghanmi, A. Intissar +2

We introduce new functional spaces that generalize the weighted Bergman and Dirichlet spaces on the disk D(0,R) in the complex plane and the Bargmann-Fock spaces on the whole compl…

An integral transform connecting spherical analysis on harmonic NA groups to that of odd dimensional real hyperbolic spaces

Likewise theta functions of rank r on Rd: analytic properties and associated Segal-Bargmann transform

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order m: Explicit formulae for reproducing kernels and asymptotic

Likewise theta functions of rank $r$ on $R^{d}$ : analytic properties and associated Segal-Bargmann transform

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order $m$ : Explicit formulae for reproducing kernels and asymptotic