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Particle swarm optimization with dynamic neighborhood topology: Three neighborhood strategies and preliminary results

机译:具有动态邻域拓扑的粒子群优化:三个街区策略和初步结果

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In this article we consider a particle swarm optimization (PSO) algorithm in which the neighbors of the particles or basically the neighborhood topology dynamically changes with time. We consider probabilistic and distance based approaches for determining the neighbors of the particles and represent the dynamic neighborhood topology by a time varying graph. Simulations of several benchmark functions are performed in order to verify the effectiveness of the algorithm.
机译:在本文中,我们考虑一种粒子群优化(PSO)算法,其中粒子的邻居或基本上是邻域拓扑的时间随时间而动态地改变。我们考虑基于概率和基于距离的方法来确定粒子的邻居,并通过时间变化图表示动态邻域拓扑。执行若干基准函数的模拟,以验证算法的有效性。

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