visitant ::
identificació
|
|||||||||||||||
Cerca | Lliura | Ajuda | Servei de Biblioteques | Sobre el DDD | Català English Español |
Pàgina inicial > Articles > Articles publicats > A survey on the minimal sets of Lefschetz periods for Morse-Smale diffeomorphisms on some closed manifolds |
Data: | 2013 |
Resum: | We present the actual state of the study of the minimal sets of Lefschetz periods MPerL (f ) for the Morse-Smale diffeomorphisms on some closed manifolds, as the connected compact surfaces (orientable or not) without boundary, the n-dimensional torus and some other manifolds. The results on MPerL (f ) are valid for C 1 self maps on the mentioned closed manifolds with fnitely many periodic points all of them hyperbolic such that all the eigenvalues of the induced maps on homology are roots of unity. This class of maps includes the Morse-Smale diffeomorphisms. |
Drets: | Tots els drets reservats. |
Llengua: | Anglès |
Document: | Article ; recerca ; Versió acceptada per publicar |
Matèria: | Morse-Smale diffeomorphisms ; Quasi-nilpotent maps ; Lefschetz numbers ; Zeta functions ; Set of periods ; Minimal set of periods |
Publicat a: | Publicaciones matemáticas del Uruguay, Vol. 14 (2013) , p. 155-169, ISSN 0797-1443 |
Postprint 15 p, 463.9 KB |