On the uniqueness of ground state solutions of a semilinear equation containing a weighted Laplacian
link https://repositorio.uc.cl/handle/11534/96021account_box Cortazar, Carmenaccount_box Garcia-Huidobro, Marta
Comparte este registro
We consider the problem of uniqueness of radial ground state solutions to
Registro Sencillo
Registro Completo
| Autor | Cortazar, Carmen Garcia-Huidobro, Marta |
| Título | On the uniqueness of ground state solutions of a semilinear equation containing a weighted Laplacian |
| Revista | Communications on pure and applied analysis |
| ISSN | 1534-0392 |
| ISSN electrónico | 1553-5258 |
| Volumen | 5 |
| Número de publicación | 4 |
| Página inicio | 813 |
| Página final | 826 |
| Fecha de publicación | 2006 |
| Resumen | We consider the problem of uniqueness of radial ground state solutions to (P) -Delta u = K(vertical bar x vertical bar)f(u), x is an element of R-n. Here K is a positive C-1 function defined in R+ and f is an element of C[0, infinity) has one zero at u(0) > 0, is non positive and not identically 0 in (0, u(0)), and it is locally lipschitz, positive and satisfies some superlinear growth assumption in (u(0), infinity). |
| Derechos | acceso restringido |
| Enlace | |
| Id de publicación en WoS | WOS:000240983000008 |
| Palabra clave | ground state uniqueness superlinear separation |
| Tipo de documento | artículo |