Control of discrete-time chaotic dynamic system based on improved relativity

Because the chaotic sequence is an ergodicity random sequence, by improving the relativity of the chaotic sequence, the discrete-time chaotic dynamic system can be controlled to converge to its equilibrium point and, more significantly, to its multi-periodic orbits, mathematical theory analysis and some computer simulations are provided to support such controllability of the chaotic Henon system and the chaotic Lozi system.