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Sub-structural Niching in Non-stationary Environments

机译:非平稳环境中的子结构环境

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摘要

Niching enables a genetic algorithm (GA) to maintain diversity in a population. It is particularly useful when the problem has multiple optima where the aim is to find all or as many as possible of these optima. When the fitness landscape of a problem changes overtime, the problem is called non-stationary, dynamic or time-variant problem. In these problems, niching can maintain useful solutions to respond quickly, reliably and accurately to a change in the environment. In this paper, we present a niching method that works on the problem substructures rather than the whole solution, therefore it has less space complexity than previously known niching mechanisms. We show that the method is responding accurately when environmental changes occur.
机译:生态位使遗传算法(GA)能够维持种群的多样性。当问题具有多个最优值,而目标是找到所有或尽可能多的这些最优值时,此功能特别有用。当问题的适应度随着时间变化时,该问题称为非平稳,动态或时变问题。在这些问题中,小生境可以维持有用的解决方案,以快速,可靠和准确地响应环境变化。在本文中,我们提出了一种适用于问题子结构而不是整个解决方案的niching方法,因此它的空间复杂度比以前已知的niching机制要小。我们表明,当环境发生变化时,该方法可以准确响应。

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