[PDF][PDF] Existence of solutions for a class of boundary value problems for weighted p (t)-Laplacian impulsive systems

K Khemmar, K Mebarki, S Georgiev - Filomat, 2024 - pmf.ni.ac.rs
In this paper we investigate a class of boundary value problems for weighted p (t)-Laplacian
impulsive systems. We prove existence of at least one solution and existence of at least one …

On the existence of solutions for a class of nonlinear fully fourth-order differential systems.

L Bouchal, K Mebarki… - Proyecciones-Journal of …, 2024 - search.ebscohost.com
This paper discusses the existence of solutions to fourth order nonlinear boundary value
problem involving systems of differential equations and two point boundary conditions. The …

Classical solutions for the Euler equations of compressible fluid dynamics: A new topological approach

D Boureni, S Georgiev, A Kheloufi… - Applied General …, 2022 - polipapers.upv.es
In this article we study a class of Euler equations of compressible fluid dynamics. We give
conditions under which the considered equations have at least one and at least two …

Existence of classical solutions for initial boundary value problems for nonlinear dispersive equations of odd-orders

SG Georgiev, A Kheloufi… - Methods of Functional …, 2022 - mfat.imath.kiev.ua
EXISTENCE OF CLASSICAL SOLUTIONS FOR INITIAL BOUNDARY VALUE PROBLEMS
FOR NONLINEAR DISPERSIVE EQUATIONS OF ODD-ORDERS 1. Introdu Page 1 …

Sur l'indice du point fixe

C Bounneche, WE Boukrouk - 2022 - dspace.univ-jijel.dz
Le but de ce mémoire est d'étudier la notion de mesure de non compacité, en particulier
celle de Kuratowski, qui permet de définir certaines classes de fonctions. Puis intruduire la …

Existence of nonnegative solutions for a class of integral equations

K Khemmar, K Mebarki, SG Goergiev, A Kheloufi - conference.univ-batna2.dz
In this paper, we are concerned with existence results for a system of nonlinear
Hammerstein integral equations. We prove existence of at least one solution and two …

[PDF][PDF] Existence results for a fourth order differential boundary value problem at two points

L Bouchal, K Mebarki, SG Georgiev - General Conference Chair: Dr … - researchgate.net
In this work, we discuss the existence of nonnegative solutions for a fully fourth order
differential system with boundary conditions at two points, where the considered nonlinearity …