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A New Parallel Algorithm for Frequent Pattern Mining

机译:一种新的并行模式频繁挖掘算法

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摘要

Frequent patterns mining is one of the important topics that have been discussed recently in the field of data mining. Frequent patterns are fundamental in generating association rules, time series, etc. Most frequent pattern mining algorithms can be classified into two categories: Generate-and-test approach (Apriori-like) and pattern growth approach (FP-tree). Frequent pattern mining is based on the FP-tree approach and it only needs two database scans. FIUT algorithm can reduce the computational time of FP-growth algorithm. For pattern growth methods, the execution time increases rapidly when the database size increases or when the given support is small. Therefore, parallel-distributed computing is a good strategy for solving this problem. In this field two parallel mining algorithms proposed, BTP-tree and TPFP-tree. In this paper, we propose TP-FIUT algorithm that parallelizes FIUT. The method of our algorithm is similar to parallelized FP-growth method. We show that if the database size is large, the run time of our proposed algorithm on homogeneous and heterogeneous computing clusters is less than other algorithms and our proposed algorithm has a better load balance capability than TPFP-tree and PFP-tree and BTP-tree on a multi-cluster grid.
机译:频繁模式挖掘是最近在数据挖掘领域中讨论的重要主题之一。频繁模式是生成关联规则,时间序列等的基础。大多数频繁模式挖掘算法可分为两类:“生成并测试”方法(类似于Apriori)和“模式增长”方法(FP-tree)。频繁的模式挖掘基于FP-tree方法,并且仅需要两次数据库扫描。 FIUT算法可以减少FP增长算法的计算时间。对于模式增长方法,当数据库大小增加或给定的支持较小时,执行时间会迅速增加。因此,并行分布式计算是解决此问题的一种很好的策略。在该领域中,提出了两种并行挖掘算法,即BTP树和TPFP树。在本文中,我们提出了使FIUT并行化的TP-FIUT算法。我们算法的方法类似于并行FP增长方法。我们表明,如果数据库大小很大,则在同质和异构计算集群上我们提出的算法的运行时间会少于其他算法,并且我们提出的算法具有比TPFP-tree和PFP-tree和BTP-tree更好的负载平衡能力在多集群网格上。

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