Coexistence problem for two competing species models with density-dependent diffusion
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概要
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We study the pattern formation of the Gause-Lotka-Volterra system of competition and nonlinear diffusion. This problem is related to segregation patterns between two competing species. It is shown that coexistence is possible by the effect of cross-population pressure in the situation where the inter-specific competition is stronger than the intra-specific one.
- Department of Mathematics, Faculty of Science, Hiroshima Universityの論文
Department of Mathematics, Faculty of Science, Hiroshima University | 論文
- Coexistence problem for two competing species models with density-dependent diffusion
- Instability of singularly perturbed Neumann layer solutions in reaction-diffusion systems
- Stable and unstable sets for evolution equations of parabolic and hyperbolic type