Summary
Proceedings of the 2013 International Symposium on Nonlinear Theory and its Applications
2013
Session Number:B2L-B
Session:
Number:240
An idea of Novel Optimizer using Swarm of Chaotic Dynamical Particles
Yoshikazu Yamanaka, Tsubone Tadashi,
pp.240-243
Publication Date:
Online ISSN:2188-5079
DOI:10.15248/proc.2.240
PDF download (486.6KB)
Summary:
In this paper we propose a novel Optimization method called Optimizer using Swarm of Chaotic Dynamical Particles. Our proposed method is based on particles which follow chaotic dynamics. The chaotic dynamics makes the particle complex motion by stretching and holding mechanism even tough the dynamics does not contain any stochastic elements. A swarm consists of the particles which share the information of their own position which is candidate solution like Particle Swarm Optimization(PSO). By the particle's complex behavior and sharing information mechanism, our proposed method has ability to search optimum solution. Our proposed method does not contain any stochastic elements and has only 3 system parameters, therefor, it is easy to implement the algorithm, to analyze particle dynamics and to design system parameters. We compared our proposed method with other deterministic PSO and conventional PSO for well-known benchmark functions and proposed method shown better search ability in almost all of situation.
References:
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