Lyapunov Graphs for Circle Valued Morse Functions

Número: 
8
Ano: 
2014
Autor: 
Ketty A. de Rezende
Guido G. E. Ledesma
Oziride Manzoli Neto
Gioia M. Vago
Abstract: 

Within the context of Novikov theory, the Conley index is to used to obtain results for circular Morse flows on compact n-manifold. Examples are provided for orientable and non-orientable surfaces via a complete characterization of circular Morse digraphs. A generalization of these results is presented for smooth flows associated to circle valued Lyapunov functions.

Observação: 
07/14
Arquivo: