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Exploring the Explorative Advantage of the Cooperative Coevolutionary (1 + 1) EA

机译:探索合作社协作(1 + 1)EA的探索优势

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Using a well-known cooperative coevolutionary function optimization framework, a very simple cooperative coevolutionary (1 + 1) EA is defined. This algorithm is investigated in the context of expected optimization time. The focus is on the impact the cooperative coevolutionary approach has and on the possible advantage it may have over more traditional evolutionary approaches. Therefore, a systematic comparison between the expected optimization times of this coevolutionary algorithm and the ordinary (1 + 1) EA is presented. The main result is that separability of the objective function alone is is not sufficient to make the cooperative coevolutionary approach beneficial. By presenting a clear structured example function and analyzing the algorithms' performance, it is shown that the cooperative coevolutionary approach comes with new explorative possibilities. This can lead to an immense speed-up of the optimization.
机译:使用众所周知的协作共同函数优化框架,定义了一个非常简单的合作共同乐曲(1 + 1)EA。在预期优化时间的上下文中研究了该算法。重点是影响合作协作方法的影响,并且可能有可能具有更传统的进化方法。因此,提出了这种共同算法的预期优化时间与普通(1 + 1)EA之间的系统比较。主要结果是单独的目标函数的可分离性是使合作的共同方法是有益的。通过呈现明确的结构化示例功能并分析算法的性能,表明合作协作方法具有新的探索性可能性。这可能导致优化的巨大速度。

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