An Innovative Eigenvalue Problem Solver by Using Adomian Decomposition Approach

摘要

The paper deals with eigenvalues and normalized eigenfunctions for a Strum-Liouville eigenvalue problem. The technique we have used is based on applying a Adomian decomposition method (ADM) to our eigenvalue problems. Doing some simple mathematical operations on the method, we can obtain rth eigenvalues and eigenfunctions one at a time. The computed results agree well with those analytical results given in the literature.