Title of article :
An Efficient Method for the Numerical Solution of Helmholtz Type General Two Point Boundary Value Problems in ODEs
Author/Authors :
Pandey, P.K Department of Mathematics - Dyal Singh College (Univ. of Delhi) - Lodhi Road - New Delhi -110003, India , Jaboob, S.S Ministry of Higher Education, Sultanate of Oman
Abstract :
Abstract In this article, we have proposed and analyzed a computational method for the
numerical solution of a general two point Helmholtz type boundary value problems. The
proposed method is tested to ensure its computational efficiency. We have obtained compu-
tational results that are in good agreement with the theoretical results for the considered
model problems. Thus we conclude that the proposed method is computationally efficient
and effective.
Keywords :
Helmholtz equation , Fourth order method , Nonlinear problems , General problems , Maximum absolute error , Convergence
Journal title :
Astroparticle Physics
