158 / 2016-11-18 16:54:46
DFPS: Distributed FP-growth Algorithm Based on Spark
frequent itemset mining; association rules mining; FP-growth; Spark; RDD; Big Data, distributed algorithm
Draft Accepted
少总 陈 / 东华大学
秀金 石 / 东华大学
辉 杨 / 东华大学
Frequent Itemset Mining (FIM) is the most important and time-consuming step of association rules mining. With the increment of data scale, many efficient single-machine algorithms for FIM, such as FP-growth and Apriori, cannot accomplish the computing tasks within reasonable time. With the limitation of single-machine methods, researchers presented some distributed algorithms based on MapReduce and Spark, such as PFP and YAFIM. Nevertheless, the heavy disk I/O cost at each MapReduce operation makes PFP not efficient enough. YAFIM needs to generate candidate frequent itemsets in each iterative step. It makes YAFIM time-consuming. And if the scale of data is large enough, YAFIM algorithm will not work due to the limitation of memory since the candidate frequent itemsets need to be stored in the memory. And the size of candidate itemsets is very large especially facing the massive data. In this work, we propose a distributed FP-growth algorithm based on Spark, we call it DFPS. DFPS partitions computing tasks in such a way that each computing node builds the conditional FP-tree and adopts a pattern fragment growth method to mine the frequent itemsets independently. DFPS doesn’t need to pass messages between nodes during mining frequent itemsets. Our performance study shows that DFPS algorithm is more excellent than YAFIM, especially when the length of transactions is long, the number of items is large and the data is massive. And DFPS has an excellent scalability. The experimental results show that DFPS is more than 10 times faster than YAFIM for T10I4D100K dataset and Pumsb_star dataset.
Important Date
  • Conference Date

    Mar 25

    2017

    to

    Mar 26

    2017

  • Nov 10 2016

    Draft paper submission deadline

  • Nov 20 2016

    Draft Paper Acceptance Notification

  • Nov 30 2016

    Final Paper Deadline

  • Mar 26 2017

    Registration deadline

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