Incorporation of imprecise goal vectors into evolutionary multi-objective optimization

L. Rachmawati, D. Srinivasan
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引用次数: 7

Abstract

Preference-based techniques in multi-objective evolutionary algorithms (MOEA) are gaining importance. This paper presents a method of representing, eliciting and integrating decision making preference expressed as a set of imprecise goal vectors into a MOEA with steady-state replacement. The specification of a precise goal vector without extensive knowledge of problem behavior often leads to undesirable results. The approach proposed in this paper facilitates the linguistic specification of goal vectors relative to extreme, non-dominated solutions (i.e. the goal is specified as ”Very Small”, ”Small”, ”Medium”, ”Large”, and ”Very Large”) with three degrees of imprecision as desired by the decision maker. The degree of imprecision corresponds to the density of solutions desired within the target subset. Empirical investigations of the proposed method yield promising results.
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不精确目标向量在进化多目标优化中的应用
基于偏好的技术在多目标进化算法(MOEA)中越来越重要。本文提出了一种将决策偏好表示为一组不精确的目标向量并将其整合为具有稳态替换的MOEA的方法。在没有广泛的问题行为知识的情况下,对精确目标向量的说明往往会导致不希望的结果。本文提出的方法促进了目标向量相对于极端、非主导解的语言规范(即目标被指定为“非常小”、“小”、“中”、“大”和“非常大”),具有决策者所需的三个不精确度。不精确程度对应于目标子集内所需解的密度。对所提出方法的实证研究产生了令人鼓舞的结果。
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