On the Analysis of Numerical Methods for Solving First Order Non-Linear Ordinary Differential Equations

NA Udoh, UP Egbuhuzor - Asian Journal of Pure and Applied …, 2022 - jofmath.com
In determining the numerical solution of a nonlinear first order differential equation, there is
need to compare and adopt an efficient method of solution for a particular class of this …

[PDF][PDF] Approximated Solutions of Two-Point Nonlinear Boundary Problem by a Combination of Taylor Series Expansion and Newton Raphson Method

CB Eleje, UP Egbuhuzor - International Journal of Physical and …, 2023 - researchgate.net
One of the difficulties encountered in solving nonlinear Boundary Value Problems (BVP) by
many researchers is finding approximated solutions with minimum deviations from the exact …

Numerical computational approach for 6th order boundary value problems

FA Adebisi, CY Ishola, OA Uwaheren… - Journal of Natural …, 2023 - journal.walisongo.ac.id
This study introduces numerical computational methods that employ fourth-kind Chebyshev
polynomials as basis functions to solve sixth-order boundary value problems. The approach …

Approximated Solutions of Michaelis-Menten Diffusion Reaction Equation by Combination of Methods

EI Cleopas, A Igodo, EE Akpanibah - Asian Basic and Applied …, 2023 - jofresearch.com
A lot of real life problems when modelled result to nonlinear differential equations. One
example of such problems is the two point boundary nonlinear second order ordinary …

[PDF][PDF] Derivation of a Numerical Scheme to find any Root of any Real Number k using Newton Raphson Iterative Method

AO Afolabi, KI Oshinubi - Proceedings of the 13th iSTEAMS …, 2018 - academia.edu
This research paper succinctly explains the derivation of a numerical scheme from the
Newton-Raphson's iterative method. A juxtapose of this newly developed scheme with …

[引用][C] Solution of Two-Point Nonlinear Boundary Problems Using Taylor Series Approximation and the Ying Buzu Shu Algorithm

UC Amadi, NA Udoh - … Journal of mathematical and computational sciences, 2022