Date of this Version

7-18-2010

Document Type

Conference Paper

Publication Details

Published Version.

Gomez-Meneses, P., Randall, M. & Lewis, A. (2010). A hybrid multi-objective extremal optimisation approach for multi-objective combinatorial optimisation problems. Paper presented at the 2010 IEEE congress on evolutionary computation (IEEE CEC 2010), Barcelona, Spain.

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2010 HERDC submission. FoR Code: 080100

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ISBN

978-1-4244-6909-3

Abstract

Extremal optimisation (EO) is a relatively recent nature-inspired heuristic whose search method is especially suitable to solve combinatorial optimisation problems. To date, most of the research in EO has been applied for solving single-objective problems and only a relatively small number of attempts to extend EO toward multi-objective problems. This paper presents a hybrid multi-objective version of EO (HMEO) to solve multi-objective combinatorial problems. This new approach consists of a multi-objective EO framework, for the coarse-grain search, which contains a novel multi-objective combinatorial local search framework for the fine-grain search. The chosen problems to test the proposed method are the multi-objective knapsack problem and the multi-objective quadratic assignment problem. The results show that the new algorithm is able to obtain competitive results to SPEA2 and NSGA-II. The non-dominated points found are well-distributed and similar or very close to the Pareto-front found by previous works.

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This document has been peer reviewed.