不确定图数据的频繁子图模式挖掘

Zhaonian Zou, Jianzhong Li, Hong Gao, Shuo Zhang
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引用次数: 63

摘要

由于数据的不完整和不精确,图形数据在许多应用中存在不确定性。挖掘不确定图数据在语义上不同于挖掘精确图数据,在计算上也比挖掘精确图数据更具挑战性。研究了从不确定图数据中挖掘频繁子图模式的问题。频繁子图模式挖掘问题通过设计一种称为期望支持度的新度量来形式化。提出了一种近似挖掘算法,通过允许对所发现的子图模式的期望支持度进行容错,找到一组近似的频繁子图模式。该算法使用一种有效的近似算法来确定子图模式是否可以输出。分析和实验结果表明,该算法对于大型不确定图数据库具有很高的效率、准确性和可扩展性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Frequent subgraph pattern mining on uncertain graph data
Graph data are subject to uncertainties in many applications due to incompleteness and imprecision of data. Mining uncertain graph data is semantically different from and computationally more challenging than mining exact graph data. This paper investigates the problem of mining frequent subgraph patterns from uncertain graph data. The frequent subgraph pattern mining problem is formalized by designing a new measure called expected support. An approximate mining algorithm is proposed to find an approximate set of frequent subgraph patterns by allowing an error tolerance on the expected supports of the discovered subgraph patterns. The algorithm uses an efficient approximation algorithm to determine whether a subgraph pattern can be output or not. The analytical and experimental results show that the algorithm is very efficient, accurate and scalable for large uncertain graph databases.
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