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Finite Population Models of Co-evolution and Their Application to Haploidy versus Diploidy

机译:有限人口型号的共同发展及其在铲倍体与二倍体的应用

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In order to study genetic algorithms in co-evolutionary environments, we construct a Markov model of co-evolution of populations with fixed, finite population sizes. In this combined Markov model, the behavior toward the limit can be utilized to study the relative performance of the algorithms. As an application of the model, we perform an analysis of the relative performance of haploid versus diploid genetic algorithms in the co-evolutionary setup, under several parameter settings. Because of the use of Markov chains, this paper provides exact stochastic results on the expected performance of haploid and diploid algorithms in the proposed co-evolutionary model.
机译:为了研究共同进化环境中的遗传算法,我们构建了一种利用固定,有限群体尺寸的人口共同演化的马尔可夫模型。在该组合的马尔可夫模型中,可以利用对极限的行为来研究算法的相对性能。作为模型的应用,我们在几个参数设置下对共进进化设置中单倍体与二倍体遗传算法的相对性能进行分析。由于使用马尔可夫链,本文提供了对拟议共进模型中的单倍体和二倍体算法的预期性能的精确随机结果。

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