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Proceedings ArticleDOI

Adaptive genetic algorithm using harmony search

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TLDR
This paper proposes an adaptive parameter controlling approach using harmony search that directs the search from the current state to a desired state by determining suitable parameter values such that the balance between exploration and exploitation is suitable for that state transition.
Abstract
Evolutionary algorithm is one of the major classes of stochastic search methods. This algorithm searches the problem space by exploring and exploiting the search space. The balance between exploration and exploitation will change throughout the search process. Maintaining the right balance between the exploration and exploitation in the search process is crucial for the success of the search process. The parameter values of the algorithm play a crucial role in determining the nature of the search, whether explorative or exploitative. In this paper, we propose an adaptive parameter controlling approach using harmony search. During the search process, harmony search directs the search from the current state to a desired state by determining suitable parameter values such that the balance between exploration and exploitation is suitable for that state transition. The preliminary results of the proposed method is comparable with those from the literature.

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Citations
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DissertationDOI

Towards Fault Reactiveness in Wireless Sensor Networks with Mobile Carrier Robots

TL;DR: This thesis illustrates how mobile robots which are able to carry a limited number of sensors can help the network react to sensor faults, either during or after its deployment in the monitoring region.
Journal ArticleDOI

The mechanical arm control based on harmony search genetic algorithm

TL;DR: Harmony search genetic algorithm is more suitable to optimize PID controller’s parameters than traditional genetic algorithm in six degrees of freedom mechanical arm system.
Proceedings ArticleDOI

Improvement and application of harmony search algorithm

TL;DR: The step and base flow of basic Harmony Search algorithm is introduced, aiming at the existent shortage, the improved Harmony search algorithm is analyzed from two aspects including algorithm itself and combing with other algorithms, and the application in multi-objective is analyzed.
Book ChapterDOI

Music Inspired Algorithms

TL;DR: In this chapter, a set of music inspired algorithms, namely, harmony search (HS), melody search (MeS) algorithm, and method of musical composition (MMC) algorithm are introduced.
References
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Introduction to Evolutionary Computing

TL;DR: In the second edition, the authors have reorganized the material to focus on problems, how to represent them, and then how to choose and design algorithms for different representations as discussed by the authors.
Book

Introduction to evolutionary computing

TL;DR: The authors have reorganized the material to focus on problems, how to represent them, and then how to choose and design algorithms for different representations, and added a chapter on evolutionary robotics with an outlook on possible exciting developments in this field.
Proceedings ArticleDOI

Comparing parameter tuning methods for evolutionary algorithms

TL;DR: The most important issues related to tuning EA parameters are discussed, a number of existing tuning methods are described, and a modest experimental comparison among them are presented, hopefully inspiring fellow researchers for further work.
Journal ArticleDOI

A formal analysis of the role of multi-point crossover in genetic algorithms

TL;DR: The existing theoretical results are extended in an attempt to provide a broader explanatory and predictive theory of the role of multi-point crossover in genetic algorithms, and the traditional disruption analysis is extended to include two general forms ofMulti- point crossover: n-pointrossover and uniform crossover.
Book

Evolutionary Algorithms: The Role of Mutation and Recombination

TL;DR: This book provides a characterization of the roles that recombination and mutation play in evolutionary algorithms and introduces new theoretical techniques for studying evolutionary algorithms.
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