特立独行:从知识图谱中发现特殊事实

Gensheng Zhang, Damian Jimenez, Chengkai Li
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引用次数: 13

摘要

我们提出了Maverick,一个通用的、可扩展的框架,用于发现知识图中实体的特殊事实。据我们所知,以前没有人研究过这个问题。我们将有关感兴趣实体的异常事实建模为上下文-子空间对,其中子空间是一组属性,上下文由实体匹配的图查询模式定义。就子空间而言,该实体在上下文中的实体中是例外的。模式和子空间的搜索空间都是指数级大的。Maverick对模式进行波束搜索,采用基于匹配的模式构建方法,避免对无效模式进行评估。它在每次迭代中采用两种启发式方法选择有希望的模式来形成波束。Maverick通过利用异常评分函数的上界属性,遍历并修剪作为集合枚举树组织的子空间。使用真实世界数据集的实验和用户研究结果表明,所提出的框架在基线上的性能有了实质性的提高,并且在发现异常事实方面具有有效性。
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Maverick: Discovering Exceptional Facts from Knowledge Graphs
We present Maverick, a general, extensible framework that discovers exceptional facts about entities in knowledge graphs. To the best of our knowledge, there was no previous study of the problem. We model an exceptional fact about an entity of interest as a context-subspace pair, in which a subspace is a set of attributes and a context is defined by a graph query pattern of which the entity is a match. The entity is exceptional among the entities in the context, with regard to the subspace. The search spaces of both patterns and subspaces are exponentially large. Maverick conducts beam search on the patterns which uses a match-based pattern construction method to evade the evaluation of invalid patterns. It applies two heuristics to select promising patterns to form the beam in each iteration. Maverick traverses and prunes the subspaces organized as a set enumeration tree by exploiting the upper bound properties of exceptionality scoring functions. Results of experiments and user studies using real-world datasets demonstrated substantial performance improvement of the proposed framework over the baselines as well as its effectiveness in discovering exceptional facts.
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