Bifurcation and Stability of Reaction Diffusion Equations

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Published: Dec 30, 2020

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Abdalftah Elbasir Gumah Elbori
Department of Mathematics/ Faculty of Science, Azzaytuna University, Tarhuna-Libya
Ali Albasher Gumma Albarki
Department of Mathematics / Faculty of Education, Azzaytuna University, Tarhuna-Libya

Abstract

The abstract theory applies to examples of algebraic equations and nonlinear boundary value problems are discussed, including systems of reaction diffusion equations. The link s between bifurcation and stability showing are also investigated, the study discusses how increasing a diffusion coefficient in a reaction-diffusion system can lead to bifurcation and also to a stable solution becoming unstable.

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How to Cite
Abdalftah Elbasir Gumah Elbori, & Ali Albasher Gumma Albarki. (2020). Bifurcation and Stability of Reaction Diffusion Equations . Surman Journal of Science and Technology, 2(3), 080–073. Retrieved from https://sjst.scst.edu.ly/index.php/sjst/article/view/17
Issue
Vol. 2 No. 3 (2020)
Section
Science and Technology