Bifurcation,stability diagrams,and varying diffusion coefficients in reaction-diffusion equations |
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Authors: | K. J. Brown J. C. Eilbeck |
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Affiliation: | (1) Department of Mathematics, Heriot-Watt University, Riccarton, Currie, EH14 4AS Edinburgh, UK |
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Abstract: | The effect of keeping all the parameters constant, except the diffusion coefficients, in a pair of reaction-diffusion equations is studied. It is shown that the stability of the constant solution and the bifurcation points can be easily established by constructing a simple stability diagram. The possible qualitatively different diagrams are enumerated. |
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