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A study on Non-Correspondence in Spread between Objective Space and Design Variable Space and Application to Genetic Search

机译:目标空间与设计变量空间与遗传搜索应用中的展开的非对应研究

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Recently, a lot of studies on Multi-Objective Genetic Algorithm (MOGA), in which Genetic Algorithm is applied to Multi-objective Optimization Problems (MOPs), have been reported actively. MOGA has been also applied to engineering design fields, then it is important not only to obtain high-performance Pareto solutions but also to analyze the obtained Pareto solutions and extract some knowledge in the problem. In order to analyze Pareto solutions obtained by MOGA, it is required to consider both the objective space and the design variable space. In this paper, we define "Non-Correspondence in Spread" between the objective space and the design variable space. We also try to extract the Non-Correspondence area in Spread with the index defined in this paper. Moreover, we apply the defined index to genetic search to obtain Pareto solutions that have different design variables one another having similar fitness values. This paper applies the above index to the trajectory designing optimization problem and extracts Non-Correspondence area in Spread int the acquired Pareto solutions. This paper also shows that robust Pareto solutions can be acquired by the genetic search with the index.
机译:最近,关于多目标遗传算法(MOGA)的大量研究,其中遗传算法应用于多目标优化问题(MOPS),已经积极地报道。 MOGA也被应用于工程设计领域,那么重要的不仅要获得高性能帕累托解决方案,还非常重要,但也很重要,而且还是分析所获得的帕累托解决方案并提取问题的一些知识。为了分析通过MOGA获得的Pareto溶液,需要考虑客观空间和设计可变空间。在本文中,我们在客观空间和设计可变空间之间定义“扩展中的不对应关系”。我们还尝试用本文中定义的索引分布中提取非对应区域。此外,我们将定义的索引应用于遗传搜索,以获得具有相似性能值的彼此具有不同设计变量的Pareto溶液。本文将上述索引应用于轨迹设计优化问题,并提取扩散INT获取的帕累托解决方案中的非对应区域。本文还表明,通过与指数的遗传搜索可以获得鲁棒的帕累托解决方案。

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