This paper concerns through the numerical treatment of Fisher's reaction-diffusion equation
by using a hybrid numerical method. In this method, the combination of cubic trigonometric B …

The objective of this work is to propose a hybrid numerical method for the approximation of
Fisher's reaction–diffusion equation. The method is based on cubic uniform algebraic …

In this study, the Jacobi wavelet collocation method is studied to derive a solution of the time-
fractional Fisher's equation in Caputo sense. Jacobi wavelets can be considered as a …

This paper presents an efficient two-step hybrid block method (ETHBM) to obtain an
approximate solution to the FitzHugh–Nagumo problem. The considered partial differential …

Four one-parameter θ-family of simple and seemingly implicit finite difference schemes are
proposed to obtain an accurate approximate solution for the non-linear Fisher model …

The purpose of this work is to study numerical solutions of nonlinear diffusion equations
such as Fisher's equation, Burgers' equation and modified Burgers' equation by applying …

In this study, novel numerical methods are presented for solving nonlinear Fisher equations.
These equations have a wide range of applications in various scientific and engineering …

In this study, the Quasi-Linearization Method (QLM) is combined with the collocation
method, based on the bivariate generalized fractional order of the Chebyshev functions (B …

In this paper, we introduce a wide family of practical numerical methods with two weighing
parameters to solve the classical Fisher-Kolmogorov-Petrovsky-Piscounov equation from …

This study explores the application of the weighted average method for solving the Burger-
Fisher equation, a nonlinear partial differential equation (PDE) of significant interest in …