The recent studies on fractional differential equations indicate that a variety of interesting
and important results concerning existence and uniqueness of solutions, stability properties …

The present paper deals with the results of investigation of nonclassical problems for elliptic
and hyperbolic partial differential equations with integral nonlocal boundary conditions …

The main propose of this paper is to study the blow-up of solutions of an initial boundary
value problem with a nonlocal boundary condition for a system of nonlinear singular …

We study existence and uniqueness of solutions for a problem consisting of nonlinear
Langevin equation of Hadamard‐Caputo type fractional derivatives with nonlocal fractional …

In this paper, the two-level finite difference schemes for the one-dimensional heat equation
with a nonlocal initial condition are analyzed. As the main result, we obtain conditions for the …

We consider a singular nonlocal viscoelastic problem with a nonlinear source term and a
possible damping term. We prove that if the initial data enter into the stable set, the solution …

This work is devoted to the investigation of the nonclassical problem for a multidimensional
elliptic equation with two integral boundary conditions. By introducing special multipliers we …

Galerkin method for nonlocal mixed boundary value problem for the Moore‐Gibson‐Thompson
equation with integral condition - Boulaaras - 2019 - Mathematical Methods in the Applied …

Global Existence, Decay, and Blow up of Solutions of a Singular Nonlocal Viscoelastic
Problem Page 1 Acta Appl Math (2010) 110: 705–724 DOI 10.1007/s10440-009-9469-6 Global …

In this work, we consider a singular one-dimensional viscoelastic system with a nonlinear
source term and nonlocal boundary condition. By using the potential well theory we obtain …