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- W100534305 abstract "A class of cross diusion parabolic systems given on bounded domains of IR n , with arbitrary n, is investigated. We show that there is a global attractor with nite Hausdor dimension which attracts all solutions. The result will be applied to the generalized Shigesada, Kawasaki and Teramoto (SKT) model with Lotka-Volterra reactions. In addition, the persistence property of the SKT model will be studied." @default.
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- W100534305 date "2007-06-01" @default.
- W100534305 modified "2023-09-24" @default.
- W100534305 title "GLOBAL ATTRACTORS AND UNIFORM PERSISTENCE FOR CROSS DIFFUSION PARABOLIC SYSTEMS" @default.
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