The longtime behaviour of the solutions to the nonlinear diffusion equation u_t=∆F(u) in bounded domains, under Neumann boundary data, is studied. The diffusion model for studying insect and animal dispersal with diffusion coefficient depending on the population density, is considered.
Stability properties for Neumann boundary value problem in nonlinear diffusion / Vitiello, Maria; Rionero, S.. - In: RENDICONTO DELL'ACCADEMIA DELLE SCIENZE FISICHE E MATEMATICHE. - ISSN 0370-3568. - LXXI:(2004), pp. 175-184.
Stability properties for Neumann boundary value problem in nonlinear diffusion
VITIELLO, Maria;
2004-01-01
Abstract
The longtime behaviour of the solutions to the nonlinear diffusion equation u_t=∆F(u) in bounded domains, under Neumann boundary data, is studied. The diffusion model for studying insect and animal dispersal with diffusion coefficient depending on the population density, is considered.File in questo prodotto:
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