首页> 外文会议>9th International Workshop on Computer Aided Systems Theory; Feb 24-28, 2003; Las Palmas de Gran Canaria, Spain >A Self-adaptive Model for Selective Pressure Handling within the Theory of Genetic Algorithms
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A Self-adaptive Model for Selective Pressure Handling within the Theory of Genetic Algorithms

机译:遗传算法理论中的选择性压力处理自适应模型

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In this paper we introduce a new generic selection method for Genetic Algorithms. The main difference of this selection principle in contrast to conventional selection models is given by the fact that it considers not only the fitness of an individual compared to the fitness of the total population in order to determine the possibility of being selected. Additionally, in a second selection step, the fitness of an offspring is compared to the fitness of its own parents. By this means the evolutionary process is continued mainly with offspring that have been created by advantageous combination of their parents' attributes. A self-adaptive feature of this approach is realized in that way that it depends on the actual stadium of the evolutionary process how many individuals have to be created in order to produce a sufficient amount of 'successful' offspring. The experimental part of the paper documents the ability of this new selection operator to drastically improve the solution quality. Especially the bad properties of rather disadvantageous crossover operators can be compensated almost completely.
机译:在本文中,我们介绍了一种新的遗传算法通用选择方法。与常规选择模型相比,此选择原则的主要区别在于以下事实:为了确定被选择的可能性,它不仅考虑个人的适合度,还考虑总人口的适合度。另外,在第二选择步骤中,将后代的适应度与其后代的适应度进行比较。通过这种方式,进化过程主要通过后代继续进行,后代是通过父母的属性的有利组合而产生的。这种方法的自适应特征是这样实现的,即它取决于进化过程的实际场所,必须产生多少个人才能产生足够数量的“成功”后代。本文的实验部分证明了该新选择运算符能够极大地提高解决方案质量的能力。尤其是,不利的交叉算子的不良特性几乎可以得到完全补偿。

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