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
Pages
9
From page
291
To page
299
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
Serial Year
2016
Record number
2438867
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