Numerical integration of stiff problems using a new time-efficient hybrid block solver based on collocation and interpolation techniques
In this study, an optimal L-stable time-efficient hybrid block method with a relative measure
of stability is developed for solving stiff systems in ordinary differential equations. The …
of stability is developed for solving stiff systems in ordinary differential equations. The …
[PDF][PDF] Three-step optimized block backward differentiation formulae (TOBBDF) for solving stiff ordinary differential equations
LA Ukpebor, EO Omole - African Journal of Mathematics and …, 2020 - researchgate.net
A three-step optimized block backward differentiation formulae for solving stiff ordinary
differential equations of first-orderdifferential equations is presented. The method adopts …
differential equations of first-orderdifferential equations is presented. The method adopts …
An Approximate Optimization Method for Solving Stiff Ordinary Differential Equations With Combinational Mutation Strategy of Differential Evolution Algorithm
W Febrianti, KA Sidarto, N Sumarti - MENDEL, 2022 - 46.28.109.63
This paper examines the implementation of simple combination mutation of differential
evolution algorithm for solving stiff ordinary differential equations. We use the weighted …
evolution algorithm for solving stiff ordinary differential equations. We use the weighted …
[PDF][PDF] Linear Multistep Method of Second Derivative Block Hybrid Method for the Solution of Stiff System of Ordinary Differential Equations
D JZ, Y Skwame, BA Reuben - Educational Research (IJMCER), 2022 - ijmcer.com
In this paper work, the Construction of Linear Multistep Method of Second Derivative Block
Hybrid for the Solution of Stiff System of Ordinary Differential Equations of general first order …
Hybrid for the Solution of Stiff System of Ordinary Differential Equations of general first order …