爱丽丝和鲍勃有什么联系?:异构网络中语义模式的匹配与排序

Jiongqian Liang, Deepak Ajwani, Patrick K. Nicholson, A. Sala, S. Parthasarathy
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引用次数: 15

摘要

越来越多的应用程序以网络形式建模和分析,其中节点表示感兴趣的实体,边缘表示实体之间的交互或关系。通常,这种关系分析工具在节点类型和边缘类型上都假定同质性。最近的研究试图纠正同质性假设,并专注于挖掘异构信息网络(HINs),其中节点和边缘可以是不同类型的。在这些努力的基础上,在这项工作中,我们阐明了一种新的方法,用于挖掘此类网络中跨实体的关系,同时考虑用户偏好(优先级)而不是关系类型和兴趣度量。我们将这个问题形式化为top-$k$最轻路径问题,将其置于现实世界的通信网络中,并寻求找到与首选关系类型匹配的$k$最有趣的路径实例。我们的解决方案,预言性启发式路径搜索算法(PRO-HEAPS),结合了新颖的图形预处理技术,精心设计的启发式算法和古老的a *搜索算法。我们在现实世界的大规模图形上运行我们的算法,并表明我们的算法显著优于各种基线方法,加速高达100倍。我们还进行了一个案例研究,并展示了我们的算法的有价值的应用。
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What Links Alice and Bob?: Matching and Ranking Semantic Patterns in Heterogeneous Networks
An increasing number of applications are modeled and analyzed in network form, where nodes represent entities of interest and edges represent interactions or relationships between entities. Commonly, such relationship analysis tools assume homogeneity in both node type and edge type. Recent research has sought to redress the assumption of homogeneity and focused on mining heterogeneous information networks (HINs) where both nodes and edges can be of different types. Building on such efforts, in this work we articulate a novel approach for mining relationships across entities in such networks while accounting for user preference (prioritization) over relationship type and interestingness metric. We formalize the problem as a top-$k$ lightest paths problem, contextualized in a real-world communication network, and seek to find the $k$ most interesting path instances matching the preferred relationship type. Our solution, PROphetic HEuristic Algorithm for Path Searching (PRO-HEAPS), leverages a combination of novel graph preprocessing techniques, well designed heuristics and the venerable A* search algorithm. We run our algorithm on real-world large-scale graphs and show that our algorithm significantly outperforms a wide variety of baseline approaches with speedups as large as 100X. We also conduct a case study and demonstrate valuable applications of our algorithm.
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