A second-order linearized difference scheme for a strongly coupled reaction-diffusion system
Author:
Publisher
Wiley
Subject
Applied Mathematics,Computational Mathematics,Numerical Analysis,Analysis
Reference7 articles.
1. Global bounds and asymptotics for a system of reaction-diffusion equations
2. Global solutions of a strongly coupled reaction-diffusion system with different diffusion coefficients
3. A second-order linearized difference scheme on nonuniform meshes for nonlinear parabolic systems with Neumann boundary value conditions
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1. A second-order box solver for nonlinear delayed convection-diffusion equations with Neumann boundary conditions;International Journal of Computer Mathematics;2018-11-07
2. Exponentially Fitted Finite Difference Schemes for Reaction-Diffusion Equations;Mathematical and Computational Applications;2016-07-20
3. Numerical Method Using Cubic B-Spline for a Strongly Coupled Reaction-Diffusion System;PLoS ONE;2014-01-10
4. Solution of a Strongly Coupled Reaction-Diffusion System by the Homotopy Analysis Method;Bulletin of the Belgian Mathematical Society - Simon Stevin;2011-03-01
5. Stability and convergence of difference scheme for nonlinear evolutionary type equations;Journal of Applied Mathematics and Computing;2008-03-18
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