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Validating the Grid Diversity Operator: An Infusion Technique for Diversity Maintenance in Population-Based Optimisation Algorithms

机译:验证网格多样性算子:基于种群的优化算法中多样性维持的注入技术

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We describe a novel diversity method named Grid Diversity Operator (GDO) that can be incorporated into population-based optimization algorithms that support the use of infusion techniques to inject new material into a population. By replacing the random infusion mechanism used in many optimisation algorithms, the GDO guides the containing algorithm towards creating new individuals in sparsely visited areas of the search space. Experimental tests were performed on a set of 39 multimodal benchmark problems from the literature using GDO in conjunction with a popular immune-inspired algorithm (opt-ainet) and a sawtooth genetic algorithm. The results show that the GDO operator leads to better quality solutions in all of the benchmark problems as a result of maintaining higher diversity, and makes more efficient usage of the allowed number of objective function evaluations. Specifically, we show that the performance gain from using GDO increases as the dimensionality of the problem instances increases. An exploration of the parameter settings for the two main parameters of the new operator enabled the performance of the operator to be tuned empirically.
机译:我们描述了一种新的名为网格多样性算子(GDO)的多样性方法,可以将其结合到基于种群的优化算法中,该算法支持使用注入技术将新材料注入到种群中。通过替换许多优化算法中使用的随机注入机制,GDO指导包含算法在搜索空间稀疏访问的区域中创建新的个体。使用GDO结合流行的免疫启发算法(opt-ainet)和锯齿遗传算法,对文献中的39个多峰基准问题进行了实验测试。结果表明,由于保持了较高的多样性,GDO运算符可在所有基准问题上提供更好的质量解决方案,并且可以更有效地利用目标函数评估的允许数量。具体来说,我们表明,随着问题实例的维数增加,使用GDO可以提高性能。对新操作员的两个主要参数的参数设置的探索使得可以凭经验调整操作员的性能。

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