A method to discern complexity in two-dimensional patterns generated by coupled map lattices

Abstract

Complex patterns generated by the time evolution of a one-dimensional digitalized coupled map lattice are quantitatively analyzed. A method for discerning complexity among the different patterns is implemented. The quantitative results indicate two zones in parameter space where the dynamics shows the most complex patterns. These zones are located on the two edges of an absorbent region where the system displays spatio-temporal intermittency.

3 pages, 3 figures; some information about the authors: http://add.unizar.es/public/100_16613/index.html

References in corpus (4)

• A Statistical Measure of Complexity
• Directed Percolation Universality in Asynchronous Evolution of Spatio-Temporal Intermittency
• Noise induced transition from an absorbing phase to a regime of stochastic spatiotemporal intermittency
• Persistence at the onset of spatiotemporal intermittency in coupled map lattices

Cited by in corpus (9)

• Comparison of SDL and LMC measures of complexity: Atoms as a testbed
• Information entropy and complexity measure in generalized Kratzer potential
• Various complexity measures in confined hydrogen atom
• Synchronizability of chaotic logistic maps in delayed complex networks
• Dynamics of order-disorder and complexity for interacting bosons in optical lattice
• Statistical Complexity and Nontrivial Collective Behavior in Electroencephalografic Signals
• Statistical complexity measures as telltale of relevant scales in emergent dynamics of spatial systems
• Complexity, information transfer and collective behavior in chaotic dynamical networks
• Information analysis in free and confined harmonic oscillator