确定性图行走程序挖掘

Peter Belcák, Roger Wattenhofer
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摘要

. 由于其通用性,图结构允许表示组成数据的独立实体之间的复杂关系。我们通过引入图行走程序,形式化了两个顶点集之间的连接概念,即边和顶点特征。本文给出了两种确定性图行走程序的挖掘算法,这两种算法产生的程序按长度递增的顺序排列。这些程序描述了在整个图的背景下给定的两个顶点集之间的线性远距离关系。
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Deterministic Graph-Walking Program Mining
. Owing to their versatility, graph structures admit representations of intricate relationships between the separate entities compris-ing the data. We formalise the notion of connection between two vertex sets in terms of edge and vertex features by introducing graph-walking programs. We give two algorithms for mining of deterministic graph-walking programs that yield programs in the order of increasing length. These programs characterise linear long-distance relationships between the given two vertex sets in the context of the whole graph.
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