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Reaction-Diffusion Equations

Gebonden Engels 1990 9780198533788
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Samenvatting

Reaction-diffusion equations form a class of differential equations which in recent years have seen great steps forward. This volume comprises a collection of articles on the theme of the theory and applications of reaction-diffusion equations. All the contributors are experts in their respective fields and together the articles will provide a coherent perspective to the current state of research in this area.

Specificaties

ISBN13:9780198533788
Taal:Engels
Bindwijze:Gebonden
Aantal pagina's:234

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Inhoudsopgave

Addresses of contributors; J. Bebernes & Alberto Bressan: Blow-up for some reactive-Euler induction models; G.C. Wake, J. Burnell, J.G. Graham-Eagle, & B.F. Gray: A new scaling of a problem in combustion theory; Masayasu Mimura: Patterns, waves and interfaces in excitable reaction-diffusion systems; J. Smoller & A. Wasserman: Reduced equivariant Conley index and applications ; Nicholas D. Alikakos & William R. McKinney: Remarks on the equilibrium theory for the Cahn-Hilliard equation in one space dimension; Jonathan Bell: Excitability behaviour of myelinated axon models; Chris Cosner: Eigenvalue problems with indefinite weights and reaction-diffusion models in population dynamics; Paul C. Fife & Xiao Geng: Mathematical aspects of electrophoresis; R.A. Gardner: Topological methods for the study of travelling wave solutions of reaction-diffusion systems; Jesus Hernandez: Maximum principles and decoupling for positive solutions of reaction-diffusion systems.

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          Reaction-Diffusion Equations