abstract = "This paper deals with an advanced adjustment of
stabilization sequences for selected discrete chaotic
systems by means of meta-evolutionary approaches. As
the representative models of deterministic chaotic
systems, a two dimensional Lozi map and two dimensional
Henon map were used. The novelty of the approach is in
an effective use of a new type of objective function,
which is essential for the whole optimization process
of higher periodic orbits as well as an effective use
of advanced metaheuristic optimization methods.
Although the task of stabilizing the Lozi and Henon
chaotic systems is known, its solution presented for
periodic orbit four is not trivial. The task of
stabilizing the Lozi chaotic systems for period four is
a new approach. Furthermore, modern meta-heuristics
were used for own design of the external disturbance
sequences. The used optimization methods are a naive
grid-based algorithm (NG), a grid-based Nelder-Mead
Algorithm (NM), a Genetic Algorithm (GA) as well as
Genetic Programming (GP). A connection of GP and second
level optimization using GA displays significantly
better results than the given stand-alone
meta-heuristic techniques.",
notes = "p578 'It is obvious the progress of the GP opposite of
NM and GA, and the rapid improvement two level
optimization given by GP+, i.e. tuning GP by GA'