基于Cauchy突变和惯性权值的图划分方法

Yichao Wang, Yingchi Mao, Ziyang Xu, Ping Ping
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引用次数: 2

摘要

针对现有在线图分区算法质量较低的问题,采用Cat Swarm Optimization (CSO)算法解决图分区问题,提高分区质量。为了避免CSO算法陷入局部最优,提出了一种基于Cauchy突变和惯性权值(CICSO)的Cat群优化改进图划分方法。CICSO采用柯西突变更新最优位置,提高了图划分的精度。同时,在跟踪模式中引入动态变化的自适应惯性权值,提高了收敛速度和稳定性。实验结果表明,与LDG、FENNEL和标准CSO相比,改进的cat算法CICSO在分割质量和收敛时间方面都优于标准cat算法。
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Graph Partition Approach Based on the Cauchy Mutation and Inertia Weight
Due to the low quality of the existing online graph partition algorithm, the graph partition problem is solved through the Cat Swarm Optimization (CSO) algorithm to improve the partition quality. To avoid falling into the local optimum with CSO, an improved graph partition approach based on Cat Swarm Optimization with the Cauchy mutation and the Inertia weight (CICSO) was proposed. CICSO adopts the Cauchy mutation to update the optimal position, which can increase the accuracy of graph partition. Meanwhile, the self-adaptive inertia weight with the dynamic change is introduced in the tracking mode to increase the convergence speed and stability. Experimental results show that the improved cat algorithm CICSO has better performance than the standard cat algorithm in terms of partition quality and convergence time, compared with the LDG, FENNEL, and the standard CSO.
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