A nonlocal inhomogeneous dispersal process
link https://doi.org/10.1016/j.jde.2007.06.002account_box Cortazar, C.account_box Coville, J.account_box Elgueta, M.account_box Martinez, S.
Comparte este registro
This article in devoted to the study of the nonlocal dispersal equation
Registro Sencillo
Registro Completo
| Autor | Cortazar, C. Coville, J. Elgueta, M. Martinez, S. |
| Título | A nonlocal inhomogeneous dispersal process |
| Revista | JOURNAL OF DIFFERENTIAL EQUATIONS |
| ISSN | 0022-0396 |
| ISSN electrónico | 1090-2732 |
| Volumen | 241 |
| Número de publicación | 2 |
| Página inicio | 332 |
| Página final | 358 |
| Fecha de publicación | 2007 |
| Resumen | This article in devoted to the study of the nonlocal dispersal equation u(t)(x, t) = R integral J(x - y/g(y))u(y, t)/g(y) dy-u(x, t) in R x [0, infinity), and its stationary counterpart. We prove global existence for the initial value problem, and under suitable hypothesis on g and J, we prove that positive bounded stationary solutions exist. We also analyze the asymptotic behavior of the finite mass solutions as t -> infinity, showing that they converge locally to zero. (C) 2007 Elsevier Inc. All rights reserved. |
| Derechos | acceso restringido |
| DOI | 10.1016/j.jde.2007.06.002 |
| Editorial | ACADEMIC PRESS INC ELSEVIER SCIENCE |
| Enlace | |
| Id de publicación en WoS | WOS:000250674400007 |
| Paginación | 27 páginas |
| Palabra clave | integral equation nonlocal dispersal inhomogeneous dispersal TRAVELING-WAVES DIFFUSION EQUATIONS |
| Tema ODS | 03 Good Health and Well-being |
| Tema ODS español | 03 Salud y bienestar |
| Tipo de documento | artículo |