This research deals with the deeper analysis of the novel concept of a multi-chaos-driven evolutionary algorithm Differential Evolution (DE). This paper is aimed at the embedding and alternating of set of two discrete dissipative chaotic systems in the form of chaos pseudo random number generator for DE. Repeated simulations were performed on the selected test function in higher dimensions. Fin...

We propose an anharmonic oscillator driven by two periodic forces of different frequencies as a time-dependent model for investigating quantum dissipative chaos. Our analysis is done in the framework of the statistical ensemble of quantum trajectories in a quantum state diffusion approach. The quantum dynamical manifestations of chaotic behavior, including the emergence of chaos, properties of ...

We present a method to describe the behaviour of a mobile robot quantitatively, using methods from dynamical systems theory, time series analysis and deterministic chaos theory. Experimental results obtained with a Pioneer II mobile robot demonstrate the use of the method, and show that robot behaviour exhibits deterministic chaos, and is substantially influenced by the control program executed...

We present a method to describe the behaviour of a mobile robot quantitatively, using methods from dynamical systems theory, time series analysis and deterministic chaos theory. Experimental results obtained with a Pioneer II mobile robot demonstrate the use of the method, and show that robot behaviour exhibits deterministic chaos, and is substantially influenced by the control program executed...

ly: replace external by receiving better: remove external reception actions (= replace it by -actions ) But: transformation may lead to less behavior Unsound! remove all variables (potentially) influenced by , as well (and transitively so) forward slice/cone of influence In SDL: NONE-transitions 19 June 2001 Embedding Chaos Closing the program two steps: 1. Data-flow analysis: mark all variable...

We demonstrate deterministic extensive chaos in the dynamics of large sparse networks of theta neurons in the balanced state. The analysis is based on numerically exact calculations of the full spectrum of Lyapunov exponents, the entropy production rate, and the attractor dimension. Extensive chaos is found in inhibitory networks and becomes more intense when an excitatory population is include...

Spatiotemporal chaos arising from the competition between sine-Gordonbreather and kink-antikink-pair solitons by reshaping an ac force is demonstrated. After introducing soliton collective coordinates, Melnikov’s method is applied to the resulting effective equation of motion to estimate the parameterspace regions of the ac force where homoclinic bifurcations are induced. The analysis reveals t...

Chaos synchronization in coupled chaotic oscillator systems with diffusive and gradient couplings forced by only one local feedback injection signal (boundary pinning control) is studied. By using eigenvalue analysis, we obtain controllable regions directly in control parameter space for different types of coupling links (including diagonal coupling and nondiagonal couplings). The effects of bo...