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An Efficient Subset-Lattice Algorithm for Mining Closed Frequent Itemsets in Data Streams

机译:一种高效的子集格算法,用于挖掘数据流中的封闭频繁项集

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There are many applications of using association rules in data streams, such as market analysis, network security, sensor networks and web tracking. Mining closed frequent item sets is a further work of mining association rules, which aims to find the subsets of frequent item sets that could extract all frequent item sets. Formally, a closed frequent item set is a frequent item set which has no superset with the same support as it. One of well-known algorithms for mining closed frequent item sets based on the sliding window model is the New Moment algorithm. However, the New Moment algorithm could not efficiently mine closed frequent item sets in data streams, since they will generate closed frequent item sets and many unclosed frequent item sets. Moreover, when data in the sliding window is incrementally updated, the New Moment algorithm needs to reconstruct the whole tree structure. Therefore, we propose the Subset-Lattice algorithm which embeds the property of subsets into the lattice structure to efficiently mine closed frequent item sets over a data stream sliding window. Moreover, when data in the sliding window is incrementally updated, our Subset-Lattice algorithm will not reconstruct the whole lattice structure.
机译:在数据流中使用关联规则有许多应用,例如市场分析,网络安全,传感器网络和Web跟踪。挖掘封闭的频繁项目集是挖掘关联规则的另一项工作,该规则旨在查找可以提取所有频繁项目集的频繁项目集的子集。正式而言,封闭的频繁项目集是没有超集且具有相同支持的频繁项目集。基于滑动窗口模型的频繁封闭项目集挖掘算法之一是New Moment算法。但是,New Moment算法无法有效地挖掘数据流中的封闭频繁项目集,因为它们将生成封闭频繁项目集和许多未封闭频繁项目集。此外,当滑动窗口中的数据被增量更新时,New Moment算法需要重建整个树结构。因此,我们提出了Subset-Lattice算法,该算法将子集的属性嵌入晶格结构中,以有效地挖掘数据流滑动窗口上的封闭频繁项集。此外,当滑动窗口中的数据被增量更新时,我们的子集-格算法不会重建整个晶格结构。

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