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Parallel Particle Swarm Optimization Based on PAM

机译:基于PAM的并行粒子群算法

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摘要

PAM(Partitioning Around Medoids) was one of the first k-medoids algorithms. It attempts to determine k partitions for n objects.In the parallel particle swarm optimization,the number of particle is generally not too much.Therefore,PAM is used to divide the swarm is a best choises. This can make not only the location of particles within the same sub-swarm be in the relative concentrative, but also the particles be relatively easy to learn. Since the limited time will be spent on the most effective search,therefore, the search efficiency can also be significantly improved. The parallel algorithms are improved according to the characteristics of them. Only in certain conditions are communications carried on, so that ineffective communications can be avoided to reduce the time spent for them. The Simulation results confirm that the algorithms have a high convergence speed and convergence accuracy.
机译:PAM(围绕类固醇分区)是最早的k类医学算法之一。它试图确定n个对象的k个分区。在并行粒子群优化中,粒子数通常不会太多。因此,使用PAM划分群是一个最佳选择。这不仅可以使粒子在同一子群中的位置处于相对集中的位置,而且可以使粒子相对易于学习。由于有限的时间将花费在最有效的搜索上,因此,搜索效率也可以得到显着提高。根据并行算法的特点对并行算法进行了改进。仅在某些条件下才进行通信,因此可以避免无效的通信,以减少花费的时间。仿真结果表明,该算法具有较高的收敛速度和收敛精度。

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