Sentence examples for logistic chaos from inspiring English sources

Result: logistic chaos, waste and inefficiency.

The parameters for building masking signals are optimized by cooperative chaotic particle swarm optimization, where the Logistic chaos and cooperative evolution are employed to improve the convergence accuracy and avoid trapping into local minima.

In this study, we propose an improved fruit fly optimization algorithm (FOA) based on linear diminishing step and logistic chaos mapping (named DSLC-FOA) for solving benchmark function unconstrained optimization problems and constrained structural engineering design optimization problems.

We set two objectives for this study: one is to emulate chaotic natural populations in GA (Genetic Algorithms) populations by utilizing the Logistic Chaos map model, and the other is to analyze the population fitness distribution by utilizing insect spatial distribution theory.

In this paper, we propose to introduce dynamic populations controlled by the Logistic Chaos map model to Genetic Algorithms (GA), and test the hypothesis – whether or not the dynamic populations that emulate chaotic populations in nature will have an advantage over traditional fixed-size populations.

In this paper, two widely used chaos functions the Logistic equation and the Lorenz equation are taken and analyzed.

In order to solve the difficulty of determining the weight matrices of LQR, a chaos optimization method based on logistic map is proposed.

This circuit will operate as noise generator if it works in strong inversion regime using current-mode approach when the parameter that rules the transfer function is higher than the onset chaos value (3.5699456…) for the logistic map.

A dynamic chaos control factor is also proposed using the logistic map and a self-adaptive step size to achieve stabilization of the iterative chaos control method.

Simulation results of Logistic map and Lorenz system show the effectiveness of the proposed chaos control scheme and the proposed neural network.

Wu et al. [22] also proposed a fractional logistic map and Lorenz maps of Riemann-Liouville type and designed chaos synchronization of fractional chaotic maps according to the stability results.