Numerical Soluion of Singular Initial Value Problems in Ordinary Differential Equations by Iterative Decomposition and Bernstein Polynomial Methods

Author:

Otonritse Okoro Joshua1,Adebayo Taiwo Omotayo2,Adebesin Babatunde Olufemi3,Samuel Odetunde Olutunde4,Olanrewaju Hassan Mumuni5

Affiliation:

1. Physical Sciences College of Pure and Applied Sciences,Mathematics Programme Department,Omu-Aran,Kwara State

2. University of Ilorin,Faculty of Physical Sciences,Department of Mathematics,Ilorin,Kwara State

3. British Canadian University,Department of Physics,Obudu,Cross-Rivers State

4. Olabisi Onabanjo University,Mathematical Sciences,Ago-Iwoye,Ogun State,Nigeria,P.M.B. 2002

5. Kwara State Collection of Education (Technical),Department of Mathematics,Lafigi,Kwara State,Nigeria

Publisher

IEEE

Reference13 articles.

1. Solution of the Thomas-Fermi equation

2. Numerical study for a class of singular two-point boundary value problems using Green’s functions

3. Interpolation on spheres by positive definite functions;Cheney;PURE AND APPLIED MATHEMATICS-MARCEL DENKER INCORPORATED,1998

4. Modified Adomian Decomposition Method for singular initial value problems in the second-order ordinary differential equations;Hasan;Surveys in Mathematics and its Applications,2008

5. The Decomposition Method For Solving Of A Class Of Singular Two-Point Boundary Value Problems

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