An adaptive stochastic search algorithm

Liu Changjun, Wei Junhu, Qiaoqiao Yan, Gao Yixing, Sun Guoji
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Abstract

A new population-based stochastic search algorithm is developed which automatically adjusts search domains of individuals in terms of current search information and individual preferences in the search process. It achieves a proper balance between global exploration and local exploitation in a simple and natural way by adaptively varying the position and size of the neighborhood space of each individual and gradually shrinking to global optima. It allows individuals to randomly enlarge their search radiuses in the search process and to have more chances to jump out of the likely local optima when dealing with some difficult tasks. The test results on five classical benchmark functions demonstrate the excellent global optimization ability, high search efficiency and good stability of the algorithm. It performs significantly better than PSO, FS and GAFS. With the virtue of inherent robustness, implicit parallelism and easy implementation, the proposed algorithm is applicable to complicated high-dimensional multimodal optimization problems.
一种自适应随机搜索算法
提出了一种基于种群的随机搜索算法,该算法根据当前搜索信息和搜索过程中的个体偏好自动调整个体的搜索域。它通过自适应地改变每个个体的邻域空间的位置和大小,逐步缩小到全局最优,以一种简单自然的方式在全局探索和局部开发之间取得了适当的平衡。它允许个体在搜索过程中随机扩大搜索半径,并且在处理一些困难任务时有更多的机会跳出可能的局部最优。在5个经典基准函数上的测试结果表明,该算法具有出色的全局寻优能力、较高的搜索效率和良好的稳定性。其性能明显优于PSO、FS和GAFS。该算法具有固有的鲁棒性、隐式并行性和易于实现等优点,适用于复杂的高维多模态优化问题。
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