The stability of non-chaotic structures in lattices ofcoupled logistic maps is analyzed in parameter space. We state theexistence of a few elementary structures the stability of whichdetermines that of almost all non-chaotic patterns of any size.This allows us to propose a technique for predicting whichattractors can exist in a given parameter region.
Numerical study of stability of non-chaotic patterns in coupled map lattices / Giberti, Claudio; Vernia, Cecilia. - STAMPA. - 4 (SPT 2002):(2002), pp. 90-97. (Intervento presentato al convegno International Conference Symmetry and Perturbation Theory 2002 tenutosi a Cala Gonone, Sardegna (Italy) nel 19-26 May 2002).
Numerical study of stability of non-chaotic patterns in coupled map lattices
GIBERTI, Claudio;VERNIA, Cecilia
2002
Abstract
The stability of non-chaotic structures in lattices ofcoupled logistic maps is analyzed in parameter space. We state theexistence of a few elementary structures the stability of whichdetermines that of almost all non-chaotic patterns of any size.This allows us to propose a technique for predicting whichattractors can exist in a given parameter region.
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