Explicit lower bounds are given for the size of the imaginary parts of resonances for Schrodinger operators with non-trapping or trapping potentials, and for the Dirichlet Laplacian in the exterior of a star-shaped obstacle, both acting in three dimensions.
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Autor | Fernández Jaña, Claudio Alonso Lavine, Richard |
Título | Lower bounds for resonance widths in potential and obstacle scattering |
Revista | Communications in Mathematical Physics |
Volumen | Vol. 128 |
Número de publicación | No. 2 |
Página inicio | 263 |
Página final | 284 |
Fecha de publicación | 1990 |
Resumen | Explicit lower bounds are given for the size of the imaginary parts of resonances for Schrodinger operators with non-trapping or trapping potentials, and for the Dirichlet Laplacian in the exterior of a star-shaped obstacle, both acting in three dimensions. |
Derechos | acceso restringido |
DOI | 10.1007/BF02108782 |
Enlace | https://repositorio.uc.cl/handle/11534/27082 |
Materia | Ecuaciones de Schrödinger Problema de dirichlet Estudios de sonido Resonancia |
Paginación | 21 páginas |
Palabra clave | Neural Network Statistical Physic Complex System Lower Bound Imaginary Part |
Temática | Matemática física y química |
Tipo de documento | artículo |