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Stochastic Blockmodels Meets Overlapping Community Detection

机译:随机块模型遇到重叠社区检测

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It turns out that the Stochastic Blockmodel (SBM) and its variants can successfully accomplish a variety of tasks, such as discovering community structures. Note that the main limitations are inferencing high time complexity and poor scalability. Our effort is motivated by the goal of harnessing their complementary strengths to develop a scalability SBM for graphs, that also enjoys an efficient inference process and discovery interpretable communities. Unlike traditional SBM that each node is assumed to belong to just one block, we wish to use the node importance to also infer the community membership(s) of each node (as it is one of the goals of SBMs). To this end, we propose a multi-stage maximum likelihood strategy for inferring the latent parameters of adapting the Stochastic Blockmodels to Overlapping Community Detection (OCD-SBM). The intuitive properties to build the model, is more in line with the real-world network to reveal the hidden community structural characteristics. Particularly, this enables inference of not just the node's membership into communities, but the strength of the membership in each of the communities the node belongs to. Experiments conducted on various datasets verify the effectiveness of our model.
机译:事实证明,随机块模型(SBM)及其变体可以成功完成各种任务,例如发现社区结构。请注意,主要限制是推断时间复杂度高和可伸缩性差。我们的目标是利用他们的互补优势来开发图形的可扩展性SBM,这也激发了我们的努力,SBM还拥有高效的推理过程和发现可解释的社区。与传统的SBM假定每个节点仅属于一个块不同,我们希望使用节点重要性来推断每个节点的社区成员身份(因为这是SBM的目标之一)。为此,我们提出了一种多阶段最大似然策略,用于推断将随机块模型适应重叠社区检测(OCD-SBM)的潜在参数。建立模型的直观属性,更符合真实世界的网络,以揭示隐藏的社区结构特征。特别地,这使得不仅可以推断节点的社区成员身份,还可以推断节点所属的每个社区中成员身份的强度。在各种数据集上进行的实验证明了我们模型的有效性。

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