一种在CSS上应用交集恢复Apriori算法访问时间的实用方法通过文本数据中的矩阵实现重新定义FIS

IF 1.2 Q2 MATHEMATICS, APPLIED
N. Verma, Vaishali Singh
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引用次数: 0

摘要

摘要目前,数据分析OLAP(在线分析处理)已成为当前研究人员普遍接受的领域,而数据挖掘的概念更适合于此。为数据分析定义了许多数据挖掘方法。挖掘关联规则广泛应用于数据挖掘方法中进行数据分类。Apriori算法是定义n元素的常用方法。频繁项目集使用关联挖掘规则(AMR)形成k个庞大的事务数据集在线事务处理(OLTP)。在本文中,研究人员在包含35039个事务数的事务数据集上执行了原始Apriori,分为三个数据集DS-1到DS-3,事务数分别为20039、12000和5000,最小支持率分别为30%、60%和80%。研究人员进行了实验工作,并将Apriori算法的结果与我们提出的算法(Apriori方法的增强版)在相同的周长和状态改进上进行了比较,DS-1到DS-3的改进率分别为11%、30%和27%,最小支持率为30%。我们提出的算法在每个参数上都比Apriori算法好得多,这些参数被包括在内以得出结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A pragmatic approach to recover access time of Apriori algorithm by applying intersection on CSS for redefining FIS through matrix implementation in textual data
Abstract Nowadays data analytics OLAP (online Analytical Processing) is mostly accepted domain of current researchers and the concept of data mining serves better for the same. There are so many data mining methodologies defined for data analytics. Mining Association rule is widely used in data mining methods for data categorization. Apriori Algorithm is popular method for defining n-element. Frequent item set form k number of huge transactional data set online transaction processing (OLTP) using Association Mining rule (AMR). In this paper, researchers executed original Apriori on transactional data set containing 35039 number of transactions, divided into three data sets DS-1 to DS-3 with 20039, 12000, 5000 number of transactions with variable length with minimum support of 30%, 60% and 80% respectively. Researchers carried out experimental work and compared results of Apriori Algorithm with our proposed algorithm (enhanced version of Apriori algorithm) on the same perimeter and state improvement with 11%, 30% and 27% of Rate of Improvements in DS-1 to Ds-3 respectively for 30% minimum support. Our proposed algorithm is working far much better then Apriori algorithm at each parameter which was included to conclude the results.
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来源期刊
CiteScore
3.10
自引率
21.40%
发文量
126
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