A RANDOM-FIELD APPROACH TO WEAK-CONVERGENCE OF PROCESSES
link https://doi.org/10.1016/0167-7152(93)90098-4account_box GOROSTIZA, LGaccount_box REBOLLEDO, R
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Random fields in J'(R(d+1)) are associated to processes with paths in D([0, 1], J'(R(d))). This embedding provides a way to analyze weak convergence for such processes. The approach is also useful for real valued processes. The idea is to regard processes as time random fields. The method is illustrated with the fluctuations of an infinite particle system.
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| Autor | GOROSTIZA, LG REBOLLEDO, R |
| Título | A RANDOM-FIELD APPROACH TO WEAK-CONVERGENCE OF PROCESSES |
| Revista | STATISTICS & PROBABILITY LETTERS |
| ISSN | 0167-7152 |
| Volumen | 18 |
| Número de publicación | 1 |
| Página inicio | 49 |
| Página final | 55 |
| Fecha de publicación | 1993 |
| Resumen | Random fields in J'(R(d+1)) are associated to processes with paths in D([0, 1], J'(R(d))). This embedding provides a way to analyze weak convergence for such processes. The approach is also useful for real valued processes. The idea is to regard processes as time random fields. The method is illustrated with the fluctuations of an infinite particle system. |
| Derechos | registro bibliográfico |
| DOI | 10.1016/0167-7152(93)90098-4 |
| Editorial | ELSEVIER SCIENCE BV |
| Enlace | |
| Id de publicación en WoS | WOS:A1993LV21500008 |
| Paginación | 7 páginas |
| Palabra clave | WEAK CONVERGENCE RANDOM FIELD NUCLEAR SPACE PARTICLE SYSTEM FLUCTUATION STOPPING-TIMES TIGHTNESS SYSTEM |
| Tipo de documento | artículo |