To a nonlocal generalization of the Dirichlet problem

We prove a result on existence and uniqueness of weak solutions for a diffusion prob- lem associated with nonlinear diffusions of nonlocal type studied by Chipot and Lovat (1999) by

We have proved the existence and uniqueness result of the nonlocal Robin boundary prob- lem for a fractional Hahn integrodifference equation (1.7) by using the Banach fixed point

In a rectangular domain for the heat conduction equation, the initial- boundary value problem with higher-order derivative in the initial condition was studied in [].. Boundary

Keywords: boundary value problem; Caputo type fractional derivative; existence and uniqueness; fixed point theorem; impulsive integro-differential equation; nonlocal condition..

A fourth order accurate difference Dirichlet problem for the approximate solution of Laplace?s equation with integral boundary condition Dosiyev and Reis Advances in Difference

The uniquely solvable integral equation is derived in this work for the mixed boundary value problem with Dirichlet-Neumann condition on unbounded multiply connected region.

Various types of finite difference schemes for the solution of nonlocal boundary value problems for multidimensional elliptic equations with nonlocal boundary condition was studied

Henderson, Uniqueness implies existence for three-point boundary value problems for second order differential equations, Appl.. Henderson, Optimal interval lengths for nonlocal