activity
20062026
most citedGeneralized Gevrey ultradistributions

10 citations · 22 across the 12 of their papers we have counts for

collaborators

13 papers

math.FA2026

A Paley-Wiener theorem for multi-anisotropic ultradifferentiable functions

Chikh Bouzar

The present work presents a real Paley-Wiener theorem within the space of multi-anisotropic ultradifferentiable functions. We also show new properties of this space.

math.FA2024

Almost automorphic hyperfunctions

Chikh Bouzar, Amel Boudellal

Almost automorphy in the context of hyperfunctions is the main aim of this work. We give different equivalent definitions of almost automorphic hyperfunctions and then we study thi…

math.FA2022

Asymptotic almost automorphy for algebras of generalized functions

Chikh Bouzar, Meryem Slimani

Asymptotic almost automorphy is introduced and studied in the context of some algebras of generalized functions. We also give applications to neutral difference differential system…

math.FA2016

Almost automorphic distributions

Chikh Bouzar, Fatima Zohra Tchouar

This work deals with almost automorphy of distributions. We give characterizations and main properties of these distributions. We also study the existence of distributional almost…

math.FA2011★ 1 cited

Almost periodic generalized functions

Chikh Bouzar, Mohammed Taha Khalladi

The aim of this paper is to introduce and to study an algebra of almost periodic generalized functions containing the classical Bohr almost periodic functions as well as almost per…

math.AP2010

Multi-anisotropic gevrey regularity of hypoelliptic operators

Chikh Bouzar, Ahmed Dali

We show a multi-anisotropic Gevrey regularity of solutions of hypoelliptic equations. This result is a precision of a classical result of Hörmander