Variational Iteration Method for Solving Problems with Integral Boundary Conditions

Abstract

In this work, Variational Iteration Method is employed to solve parabolic partial differential equations subject to initial and nonlocal inhomogeneous boundary conditions of integral type. Since nonlocal boundary conditions considerably complicate the application of standard functional and numerical techniques, equations having such conditions are first transformed to local (classical) boundary conditions Then they are solved by Variational Iteration Method.