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A High-Dimensional Particle Swarm Optimization Based on Similarity Measurement

机译:基于相似度度量的高维粒子群算法

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Particle Swarm Optimization (PSO) is a kind of classical population-based intelligent optimization methods that widely used in solving various optimization problems. With the increase of the dimensions of the optimized problem, the high-dimensional particle swarm optimization becomes an urgent, practical and popular issue. Based on data similarly measurement, a high-dimensional PSO algorithm is proposed to solve the high-dimensional problems. The study primarily defines a new distance paradigm based on the existing similarity measurement of high-dimensional data. This is followed by proposes a PSO variant under the new distance paradigm, namely the LPSO algorithm, which is extended from the classical Euclidean space to the metric space. Finally, it is showed that LPSO could obtain better solution at higher convergence speed in high-dimensional search space.
机译:粒子群优化算法(PSO)是一种经典的基于种群的智能优化方法,广泛用于解决各种优化问题。随着优化问题规模的增加,高维粒子群优化成为迫切,实用和普遍的问题。在数据相似测量的基础上,提出了一种高维PSO算法来解决高维问题。该研究主要基于现有的高维数据相似性度量来定义新的距离范式。随后提出了一种新的距离范式下的PSO变体,即LPSO算法,该算法从经典的欧几里得空间扩展到度量空间。最后表明,在高维搜索空间中,LPSO可以以更高的收敛速度获得更好的解决方案。

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