We consider lattices of diffusively coupled logistic maps. We show that normally attracting heteroclinic cycles persist in large regions of the parameter space. A detailed study of the behavior of those with a short period is provided. Furthermore, various bifurcations which involve a heteroclinic cycle are discussed.

Presence and stability regions of heteroclinic cycles in coupled map lattices / Vernia, Cecilia. - In: RANDOM & COMPUTATIONAL DYNAMICS. - ISSN 1061-835X. - STAMPA. - 2:(1994), pp. 305-334.

Presence and stability regions of heteroclinic cycles in coupled map lattices

VERNIA, Cecilia
1994-01-01

Abstract

We consider lattices of diffusively coupled logistic maps. We show that normally attracting heteroclinic cycles persist in large regions of the parameter space. A detailed study of the behavior of those with a short period is provided. Furthermore, various bifurcations which involve a heteroclinic cycle are discussed.
1994
2
305
334
Presence and stability regions of heteroclinic cycles in coupled map lattices / Vernia, Cecilia. - In: RANDOM & COMPUTATIONAL DYNAMICS. - ISSN 1061-835X. - STAMPA. - 2:(1994), pp. 305-334.
Vernia, Cecilia
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11380/613202
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