Boudjemâa Anchouche

collaborators

4 papers

math.RT2021

Regularity of the Radon-Nikodym Derivative of a Convolution of Orbital Measures on Noncompact Symmetric Spaces

Boudjemaa Anchouche

Let $G / K$ be a Riemannian symmetric space of noncompact type, and let $ν_{a_{j}}$ , $j = 1, ..., r$ be some orbital measures on $G$ (see the definition below). The aim of this paper is to…

math.CA2021

Convolution of $χ$ -orbital Measures on Complex Grassmannians

Mahmoud Al-Hashami, Boudjemâa Anchouche

Let $p$ and $q$ be integers such that $p \geq q \geq 1$ and let\\ $S U (p + q) / S (U (p) \times U (q))$ be the corresponding complex Grassmannian. The aim of this paper is to e…

math.NT2014

Ramanujan-Nagell's Equation and Some of its Variations

Boudjemâa Anchouche

The paper consists of two parts. The aim of the first, and main, part is to explain, in an elementary way, Hasse's proof of Ramanujan-Nagell's Theorem. In the second part, we formu…

math.CA2014

Orbital measures on SU(2)/SO(2)

Boudjemaa Anchouche, Sanjiv Kumar Gupta, Alain Plagne

We let U=SU(2) and K=SO(2) and denote N_{U}(K) the normalizer of K in U. For a an element of U\ N_{U} (K), we let μ_{a} be the normalized singular measure supported in KaK. For p a…

Regularity of the Radon-Nikodym Derivative of a Convolution of Orbital Measures on Noncompact Symmetric Spaces

Convolution of χ-orbital Measures on Complex Grassmannians

Ramanujan-Nagell's Equation and Some of its Variations

Orbital measures on SU(2)/SO(2)

Convolution of $χ$ -orbital Measures on Complex Grassmannians