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Two decomposition-based modem metaheuristic algorithms for multi-objective optimization — A comparative study

机译:两种基于分解的现代多启发式元多目标优化算法—对比研究

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This paper presents the multi-objective variants of two popular metaheuristics of current interest, namely., the artificial bee colony algorithm., and the teaching-learning-based optimization algorithm. These two approaches are used to solve real-parameter., bound constrained multi-objective optimization problems. The proposed multi-objective variants are based on a decomposition approach., where a multi-objective optimization problem is transformed into a number of scalar optimization sub-problems which are simultaneously optimized. The proposed algorithms are tested on seven unconstrained test problems proposed for the special session and competition on multi-objective optimizers held at the 2009 IEEE Congress on Evolutionary Computation as well as on five classical bi-objective test in-stances. The proposed approaches are compared with two de-composition-based multi-objective evolutionary algorithms which are representative of the state-of-the-art in the area. Our results indicate that the proposed approaches obtain highly competitive results in most of the test instances.
机译:本文提出了当前流行的两种流行的元启发式算法的多目标变体,即人工蜂群算法和基于教学学习的优化算法。这两种方法都用于求解实参数,有界约束的多目标优化问题。所提出的多目标变量是基于分解方法的,其中将多目标优化问题转换为同时优化的多个标量优化子问题。在2009年IEEE进化计算大会上针对多目标优化器的特别会议和竞赛中提出的七个无约束测试问题以及五个经典的双目标测试实例中,对提出的算法进行了测试。将所提出的方法与两种基于分解的多目标进化算法进行比较,这些算法代表了该地区的最新技术。我们的结果表明,在大多数测试实例中,所提出的方法均获得了高度竞争的结果。

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