Renormalization approach to optimal limiter control in 1-D chaotic systems
This paper is devoted to optimal limiter control of chaos in one-dimensional systems. The authors show that this type of chaos can be described by flat-topped maps. They study the properties of this control by a bifurcation analysis and discover its partially universal behaviour. The optimality of the control method is expressed by an exponentially fast control onto selected periodic orbits, making targeting algorithms idle.
scientific article; zbMATH DE number 1762110