Insurrectionist, subversive and chaotic, its application is classic and surprisingly simple: concentrate strength against vulnerability.
The integrated chaos oscillator has a wide range of practical application prospects in chaotic communications or other applications demanding portable chaos systems.
This IT2 T S fuzzy model can be used for physical application, chaotic synchronization, etc.
In this paper, the evolutionary programming (EP -based proportional-intEP -basedivative (PID) control design is presented for synchronization of chaotic systems with application in secure communication.
Possible applications of chaotic dynamics are considered from a viewpoint of chaos engineering.
So far, to the best of the authors' knowledge, the problem of adaptive exponential synchronization and its applications for chaotic dynamical systems have received very little research attention.
Many researchers have used the type-1 fuzzy model for modeling chaotic systems and their applications where parametric uncertainties have not been considered [13, 14, 15, 16, 17].
In order to exploit chaotic signals in engineering applications, there is a need of robust and efficient algorithms for reconstructing signals in the presence of noise.
In many applications, such chaotic wave field and its influence on the large-scale flow can be conveniently described in terms of statistical quantities devoid of the phase information.
Recently, it has also been proved that fractional differential equations are significant and essential tools when applied in the study of nonlocal or time-dependent processes and in the modeling of many applications, including chaotic dynamics, material sciences, mechanic of fractal and complex media, quantum mechanics, physical kinetics, chemistry, biology, economics and control theory [8].
