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A Parallel Algorithm to Find Overlapping Community Structure in Directed and Weighted Complex Networks

机译:在有向加权复杂网络中寻找重叠社区结构的并行算法

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Based on the BSP (Bulk Synchronous Parallel) computing framework, this paper proposes a parallel algorithm to find overlapping community structure in directed and weighted complex networks. The algorithm is composed of four parts, job distribution, finding natural communities, passing information in cluster and merging the similar natural communities. The main idea of the algorithm is finding the local maxima of a modularity function by local, iterative search to ensure that each vertex in network at least belongs to one natural community. By iteratively merging the similar natural communities we get a series of schemes and choose the scheme which results in the maximum modularity as the best scheme. By using Hama which is a pure BSP computing framework, we conduct experiments in several real networks. The results show the algorithm can give an original scheme very fast and give the best scheme with high accuracy.
机译:基于BSP(Bulk Synchronous Parallel)计算框架,本文提出了一种并行算法,用于在有向和加权复杂网络中找到重叠的社区结构。该算法由工作分配,寻找自然社区,在集群中传递信息以及合并相似的自然社区四个部分组成。该算法的主要思想是通过局部迭代搜索来找到模块​​化函数的局部最大值,以确保网络中的每个顶点至少属于一个自然社区。通过迭代合并相似的自然社区,我们得到了一系列方案,并选择了导致最大模块化的方案作为最佳方案。通过使用纯粹的BSP计算框架Hama,我们在几个真实的网络中进行了实验。结果表明,该算法可以很快地给出原始方案,并能以高精度给出最佳方案。

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