Robust Chaos Generation on the Basis of Symmetry Violations in Attractors
This work addresses the problem of generating robust chaos for applications requiring reliable chaotic dynamics, but it appears incremental as it builds on existing attractor reconstruction and symmetry violation concepts.
The paper presents a method for generating robust chaos by searching for weak symmetry violations in reconstructed attractors and introducing piecewise continuous terms into finite-difference equations. Simulation results are provided.
We present a method for generating robust chaos. It is based on the search algorithm weak symmetry violation in the reconstructed attractor. On its basis the smooth functions in the form of a system of finite-difference equations. To ensure robust chaos generator introduced piecewise continuous member. The simulation results are given in the report.