JP Journal of Heat and Mass Transfer
Volume 2, Issue 2, Pages 217 - 228
(June 2008)
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CONVERGENCE OF A NUMERICAL SCHEME FOR SOLVING SOME REACTION DIFFUSION EQUATIONS WITH BLOW UP
Geneviève Barro-Kabre (Burkina Faso), Ousséni So (Burkina Faso), Ousseynou Nakoulima (France) and Blaise Some (Burkina Faso)
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Abstract: This paper aims to show the convergence of a numerical scheme for solving slow diffusion equations. Numerical simulations have shown the efficiency of this scheme ([3]). |
Keywords and phrases: convergence, reaction diffusion equation, nonlinear parabolic problems, blow up. |
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