Journal of Modern Mathematics and Statistics

130
Views

2
Downloads

Formulations of Continuous Multistep Method for Direct Solution of Third and Fourth Order ODEs Using Chebyshev Polynomials as Basis Function

M.O. Alabi , A.O. Adesanya and O.Z. Babatunde
Page: 146-152 | Received 21 Sep 2022, Published online: 21 Sep 2022

By Research Area

Medicine & Public Health Life Sciences Engineering Mathematics Biomedicine Physics Chemistry Computer Science Earth Sciences Social Sciences Business and Management Psychology Materials Science Economics Education Environment Philosophy Statistics Law Political Science and International Relations Pharmacy Dentistry Energy Linguistics Geography Finance Criminology and Criminal Justice Medicine Cultural and Media Studies History Architecture / Design Literature Biomedical Sciences Religious Studies Education & Language Food Science & Nutrition Public Health

By Volume and Issue

Abstract

The numerical solution of first order ordinary differential equations have been extensively discussed and well studied as reported in the literatures. Also the development of multistep schemes for solving second order ODEs there been presented by some members. In this presentation an attempt shall be made to develop a numerical scheme (multistep scheme) that can be used to solve third order and forth order ODEs directly without necessarily resolving this type of equations into system of first order ODEs.

How to cite this article:

M.O. Alabi , A.O. Adesanya and O.Z. Babatunde . Formulations of Continuous Multistep Method for Direct Solution of Third and Fourth Order ODEs Using Chebyshev Polynomials as Basis Function.
DOI: https://doi.org/10.36478/jmmstat.2008.146.152
URL: https://www.makhillpublications.co/view-article/1994-5388/jmmstat.2008.146.152