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Improved Variants of Gravitational Search Algorithm Based on 'Best-so-Far' Updating Mechanism

机译:基于“最佳”更新机制的重力搜索算法改进了改进的变体

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Gravitational Search Algorithm is a memory-less nature inspired optimization technique which keeps a record of the position of the "best- so- far" particle during the current as well as populations during previous iterations. The "best-so-far" particle or Lbest particle may not be the same as the best particle of the current population. With an objective to enhance the exploration of GSA, in this paper, three natural updating mechanisms of "best-so-far" particle are used to design three new variants of GSA, called IGSA-1, IGSA-2 and IGSA-3. The experiments are performed on a set of 23 benchmarks problems, divided into three category of problems. Based on the numerical analysis of results it is concluded that the overall performance of IGSA-1 is better than others on scalable unimodal function for 30 dimensional problems and low dimensional multimodal functions, whereas the performance of IGSA-3 is better than others on scalable multimodal functions having 30 dimension.
机译:引力搜索算法是一种内存的性质灵感优化技术,其在前次迭代期间保持了“最佳”粒子的位置的位置以及群体。 “最佳”颗粒或Lbest颗粒可能与当前群体的最佳颗粒不同。 目的是提高GSA勘探,本文采用了“最佳”颗粒的三种自然更新机制,用于设计GSA的三种新变种,称为IGSA-1,IGSA-2和IGSA-3。 实验在一组23个基准问题上进行,分为三类问题。 基于结果的数值分析得出结论,IGSA-1的总体性能比其他30维问题的可扩展单峰功能更好,而IGSA-3的性能比可扩展多模式的表现更好 具有30个尺寸的功能。

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