activity
20122020
most citedAn integral transform connecting spherical analysis on harmonic NA groups to that of odd dimensional real hyperbolic spaces

2 citations · 2 across the 8 of their papers we have counts for

collaborators

10 papers

math.CA2020

Integral Formulas and asymptotic behavior of lattice points in complex hyperbolic space

Mohamed Vall Ould Moustapha

This paper deals with the -lattice points problem associated to a discrete subgroup of motions in the complex hyperbolic space . We give two integral formula…

math-ph2019

An integral representation for the resolvent kernel with magnetic fields on the hyperbolic plane and applications to time dependent Schrödinger equations

Mohamed Vall Ould Moustapha

In this paper we give an integral representation for the resolvent kernels with uniform magnetic field on the hyperbolic plane, as applications of our results we solve explicitly t…

math-ph2019

Wave kernels with magnetic field on the hyperbolic plane and with the Morse potential on the real line

Mohamed Vall Ould Moustapha

In this article we give explicit solutions for the wave equations associated to the modified Schrödinger operators with magnetic field on the disc and the upper half plane models o…

math.GM2018

Bargmann transform and generalized heat Cauchy problems

Anouar Abdelmajid Saidi, Ahmed Yahya Mahmoud, Mohamed Vall Ould Moustapha

In this article we solve explicitly some Cauchy problems of the heat type attached to the generalized real and complex Dirac, Euler and Harmonic oscillator operators. Our principal…

math.CA20172 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-ph2017

Wave kernel for the Schrodinger operator with a Liouville potential

Yehdhih Mohamed Abdelhaye, Badahi Mohamed, Mohamed Vall Ould Moustapha

In this note we give an explicit formula for the wave equation associated to the Schrodinger operator with a Liouville Potential with applications to the telegraph equation as well…