Detalhes do Documento

Growth of number of periodic orbits of one family of skew product maps

Data: 2018

Identificador Persistente: http://hdl.handle.net/10198/16146

Origem: Biblioteca Digital da UPB

Projeto/bolsa: info:eu-repo/grantAgreement/FCT/5876-PPCDTI/PTDC/MAT/099493/2008/PT; info:eu-repo/grantAgreement/FCT//SFRH/BD/27674/2006/PT;

Assunto(s): Skew-product maps; Artin-Mazur maps; Heterodimensional cycle; Homoclinic class; Index of a saddle

Descrição

In this article we introduce a one-parameter family of skew product (Gt)t ∈ [−ε, ε] maps exhibiting a heterodimensional cycle such that the number of isolated periodic orbits inside it has not super-exponential growth. The dynamics in the central direction of the maps Gt is described by a one-parameter family of system of iterated functions.

Tipo de Documento Artigo científico
Idioma Inglês
Contribuidor(es) Biblioteca Digital da UPB
Licença CC

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Detalhes do Documento

Growth of number of periodic orbits of one family of skew product maps

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