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A Differential Beta Quantum-behaved Particle Swarm Optimization for Circular Antenna Array Design

机译:用于圆形天线阵列设计的差分β量子表现粒子群优化

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The classical particle swarm optimization (PSO) algorithm is inspired on biological behaviors such as the social behavior of bird flocking and fish schooling. In this context, many significant improvements related the updating formulas and new operators have been proposed to improve the performance of the PSO algorithm in the literature. On the other hand, recently, as an alternative to the classical PSO, a quantumbehaved particle swarm optimization (QPSO) algorithm was proposed. The contribution of this paper is linked with a modified QPSO based on beta probability distribution and mutation differential operator. The effectiveness of the proposed modified QPSO algorithm is demonstrated by solving three kinds of optimization problems including two benchmark functions and a circular antenna design problem.
机译:经典粒子群优化(PSO)算法在生物学行为上启发了鸟类植绒和鱼类教育的社会行为。在这种情况下,已经提出了许多重要改进,已提出更新的公式和新的运营商,以提高PSO算法在文献中的性能。另一方面,最近,作为典型PSO的替代,提出了衡量的粒子群优化(QPSO)算法。本文的贡献与基于β概率分布和突变差分运算符的改进的QPSO相关联。通过解决包括两个基准功能和圆形天线设计问题的三种优化问题来证明所提出的修改QPSO算法的有效性。

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