SISP: a new framework for searching the informative subgraph based on PSO

Chen Chen, Guoren Wang, Huilin Liu, Junchang Xin, Ye Yuan
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引用次数: 12

Abstract

A significant number of applications on graph require the key relations among a group of query nodes. Given a relational graph such as social network or biochemical interaction, an informative subgraph is urgent, which can best explain the relationships among a group of given query nodes. Based on Particle Swarm Optimization (PSO), a new framework of SISP (Searching the Informative Subgraph based on PSO) is proposed. SISP contains three key stages. In the initialization stage, a random spreading method is proposed, which can effectively guarantee the connectivity of the nodes in each particle; In the calculating stage of fitness, a fitness function is designed by incorporating a sign function with the goodness score; In the update stage, the intersection-based particle extension method and rule-based particle compression method are proposed. To evaluate the qualities of returned subgraphs, the appropriate calculating of goodness score is studied. Considering the importance and relevance of a node together, we present the PNR method, which makes the definition of informativeness more reliable and the returned subgraph more satisfying. At last, we present experiments on a real dataset and a synthetic dataset separately. The experimental results confirm that the proposed methods achieve increased accuracy and are efficient for any query set.
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基于粒子群算法的信息子图搜索新框架
图上的大量应用程序需要一组查询节点之间的键关系。给定一个关系图,如社会网络或生化交互,信息子图是迫切需要的,它可以最好地解释一组给定查询节点之间的关系。基于粒子群算法,提出了一种基于粒子群算法的信息子图搜索(SISP)框架。SISP包含三个关键阶段。在初始化阶段,提出了一种随机扩散方法,可以有效地保证每个粒子中节点的连通性;在适应度计算阶段,将一个带有优度分数的符号函数结合起来,设计一个适应度函数;在更新阶段,提出了基于交集的粒子扩展方法和基于规则的粒子压缩方法。为了评估返回子图的质量,研究了优度分数的适当计算方法。考虑到节点的重要性和相关性,我们提出了PNR方法,使得信息度的定义更可靠,返回的子图更令人满意。最后,分别在真实数据集和合成数据集上进行了实验。实验结果表明,该方法对任何查询集都具有较高的准确率和效率。
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