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An Improved Particle Swarm Optimization Algorithm for High Dimensional Multimodal Optimization Problems

机译:高维多峰优化问题的改进粒子群算法

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An improved particle swarm optimization is proposed in this paper in order to solve the optimization of multimodal functions with high dimensions and overcome the shortcoming of only one extremum can be found in standard particle swarm optimization. The evolvement of particles is divided into two stages: the phase of self-study and of global-study. In the first phase, particles explore the potential extremums alone through mutation and at the same time the strategy of local updating is adopted to receive the good mutations. In order to find the global best position and speed up convergence, the produce of the global best particle is modified in the second phase so that the global best particle can fly following the best position of each dimension. The typical numerical simulation results show that the improved algorithm is fairly effective.
机译:提出了一种改进的粒子群算法,以解决高维多峰函数的优化问题,克服了标准粒子群算法中只能找到一个极值的缺点。粒子的演化分为两个阶段:自学阶段和全局研究阶段。在第一阶段,粒子通过突变单独探索潜在的极值,同时采用局部更新策略以接收良好的突变。为了找到全局最佳位置并加快收敛,在第二阶段修改全局最佳粒子的生成,以便全局最佳粒子可以跟随每个维度的最佳位置飞行。典型的数值仿真结果表明改进算法是有效的。

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