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E-BRM: A constraint handling technique to solve optimization problems with evolutionary algorithms

机译:E-BRM:一种由进化算法解决优化问题的约束处理技术

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摘要

This work presents an enhanced technique to handle constraints in optimization problems solved by evolutionary algorithms: the extended balanced ranking method (E-BRM). It comprises a self-adaptive procedure that deals with two ranking lists, for feasible and infeasible solutions, which are merged during the search process according to the amount of feasible and infeasible candidates within the population.The method is designed to work uncoupled from the optimization algorithm, thus being suitable for implementation along with distinct algorithms. Therefore, to evaluate the proposed constraint-handling technique (CHT), and compare its performance with other CHTs that follow the same uncoupled approach, we have implemented them all into a canonical Genetic Algorithm (GA). Several tests were executed over well-known suites of benchmark functions and also engineering problems. The results provided by the different CHTs are compared not only by direct comparisons, but also by nonparametric statistical Sign test, and Wilcoxon Signed-Rank test. Those comparisons indicate that the E-BRM presented an improved overall performance. (C) 2018 Elsevier B.V. All rights reserved.
机译:该工作提高了一种增强的技术来处理进化算法解决的优化问题中的约束:扩展平衡排名方法(E-BRM)。它包括一种自适应过程,可处理两个排名列表,以便可行和不可行的解决方案,这些方法在搜索过程中根据人口中可行和不可行的候选的量而合并。该方法旨在从优化附带算法,因此适合于实现和不同的算法。因此,为了评估所提出的约束处理技术(CHT),并将其与遵循相同解耦方法的其他CHTS的性能,我们已经将它们全部实施为规范遗传算法(GA)。几次测试是在众所周知的基准函数和工程问题上执行的。由不同CHTS提供的结果不仅通过直接比较,而且通过非参数统计符号测试和Wilcoxon签名等级测试。这些比较表明E-BRM提出了改进的整体性能。 (c)2018 Elsevier B.v.保留所有权利。

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