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Island models for cluster geometry optimization: how design options impact effectiveness and diversity

机译:用于群集几何优化的孤岛模型:设计选项如何影响有效性和多样性

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Designing island models is a challenging task for researchers. A number of decisions is required regarding the structure of the islands, how they are connected, how many individuals are migrated, which ones and how often. The impact of these choices is yet to be fully understood, specially since it may change between different problems and contexts. Cluster geometry optimization is a widely known and complex problem that provides a set of hard instances to assess and test optimization algorithms. The analysis presented in this paper reveals how design options for island models impact search effectiveness and population diversity, when seeking for the global optima of short-ranged Morse clusters. These outcomes support the definition of a robust and scalable island-based framework for cluster geometry optimization problems.
机译:设计岛模型对于研究人员而言是一项艰巨的任务。关于这些岛屿的结构,它们如何连接,有多少个人被迁移,哪些人以及有多少频率,需要做出许多决定。这些选择的影响尚未完全弄清,特别是因为它可能在不同的问题和环境之间变化。集群几何优化是一个广为人知的复杂问题,它提供了一组评估和测试优化算法的硬实例。本文中提出的分析揭示了在寻找短距离莫尔斯星团的全局最优值时,岛屿模型的设计选项如何影响搜索效果和人口多样性。这些结果支持了针对群集几何优化问题的健壮且可扩展的基于岛的框架的定义。

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