Preliminary Results Of Deterministic Chaos Control Through Complexity Measures
Eduard Navrátil, Ivan Zelinka, R. Senkerik · 2006
This contribution deals with the application of complexity measures as alternative cost functions for the control of a spatiotemporal deterministic chaos represented by coupled map lattices. Mean mutual information and mean information gain is applied, along with a common I-norm based cost function. Optimization is done through the self-organizing migrating algorithm. Aim of this study is to see whether the specific properties of the above measures can be exploited in spatiotemporal deterministic chaos control.