从数据流中挖掘具有密度的频繁闭项集的算法

IF 1.4 Q4 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Dai Caiyan, Chen Ling
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引用次数: 3

摘要

从数据流中挖掘频繁闭项集是一个重要的课题。本文提出了一种基于时间衰落模块的数据流频繁闭项集挖掘算法。该算法通过动态构造模式树,利用衰落因子计算模式树中项目集的密度。该算法从模式树中删除真实的不频繁项集,以减少内存开销。设计了密度阈值函数,以识别需要删除的实际不频繁项集。利用该密度阈值函数,删除不频繁项集不会影响频繁项集检测的结果。该算法对模式树进行修改,以固定的时间间隔检测频繁闭合项集,从而减少计算时间。我们还分析了删除不频繁项集所引起的误差。实验结果表明,与其他算法相比,该算法可以获得更高的精度结果,并且需要更少的内存和计算时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An algorithm for mining frequent closed itemsets with density from data streams
Mining frequent closed itemsets from data streams is an important topic. In this paper, we propose an algorithm for mining frequent closed itemsets from data streams based on a time fading module. By dynamically constructing a pattern tree, the algorithm calculates densities of the itemsets in the pattern tree using a fading factor. The algorithm deletes real infrequent itemsets from the pattern tree so as to reduce the memory cost. A density threshold function is designed in order to identify the real infrequent itemsets which should be deleted. Using such density threshold function, deleting the infrequent itemsets will not affect the result of frequent itemset detecting. The algorithm modifies the pattern tree and detects the frequent closed itemsets in a fixed time interval so as to reduce the computation time. We also analyse the error caused by deleting the infrequent itemsets. The experimental results indicate that our algorithm can get higher accuracy results, and needs less memory and computation time than other algorithm.
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来源期刊
International Journal of Computational Science and Engineering
International Journal of Computational Science and Engineering COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS-
CiteScore
4.00
自引率
40.00%
发文量
73
期刊介绍: Computational science and engineering is an emerging and promising discipline in shaping future research and development activities in both academia and industry, in fields ranging from engineering, science, finance, and economics, to arts and humanities. New challenges arise in the modelling of complex systems, sophisticated algorithms, advanced scientific and engineering computing and associated (multidisciplinary) problem-solving environments. Because the solution of large and complex problems must cope with tight timing schedules, powerful algorithms and computational techniques, are inevitable. IJCSE addresses the state of the art of all aspects of computational science and engineering with emphasis on computational methods and techniques for science and engineering applications.
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