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An imprecise Multi-Objective Genetic Algorithm for uncertain Constrained Multi-Objective Solid Travelling Salesman Problem

机译:不确定约束多目标固体旅行商问题的不精确多目标遗传算法

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摘要

In this paper, an imprecise Multi-Objective Genetic Algorithm (iMOGA) is developed to solve Constrained Multi-Objective Solid Travelling Salesman Problems (CMOSTSPs) in crisp, random, random-fuzzy, fuzzy-random and bi-random environments. In the proposed iMOGA, '3- and 5-level linguistic based age oriented selection', 'probabilistic selection' and an 'adaptive crossover' are used along with a new generation dependent mutation. In each environment, some sensitivity studies due to different risk/discomfort factors and other system parameters are presented. To test the efficiency, combining same size single objective problems from standard TSPLIB, the results of such multi-objective problems are obtained by the proposed algorithm, simple MOGA (Roulette wheel selection, cyclic crossover and random mutation), NSGA-II, MOEA-D/ACO and compared. Moreover, a statistical analysis (Analysis of Variance) is carried out to show the supremacy of the proposed algorithm. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文提出了一种不精确的多目标遗传算法(iMOGA),以解决脆性,随机,随机模糊,模糊随机和双随机环境中的约束多目标固体旅行商问题(CMOSTSP)。在提出的iMOGA中,使用了“基于3级和5级语言的面向年龄的选择”,“概率选择”和“自适应交叉”以及新一代的依赖突变。在每种环境中,由于不同的风险/不适因素以及其他系统参数,都会进行一些敏感性研究。为了测试效率,结合标准TSPLIB中相同大小的单目标问题,通过提出的算法,简单的MOGA(轮盘赌轮选择,循环交叉和随机变异),NSGA-II,MOEA- D / ACO并进行比较。此外,进行了统计分析(方差分析)以显示所提出算法的优越性。 (C)2015 Elsevier Ltd.保留所有权利。

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