2005Chinese Journal of ComputersRequires access

Fast Updating Maximum Frequent Itemsets

JI Gen

Open publisher page 15 citations

Abstract

Mining maximum frequent itemsets is a key problem in many data mining applications. In order to overcome the drawbacks of Apriori like algorithm for mining maximum frequent itemsets, DMFIA was proposed, which uses FP tree structure and the search strategy of top down, hence improves the efficiency for mining maximum frequent itemsets in some situations. But for given datasets with many frequent items and each maximum frequent itemset is not long, DMFIA need to search many levels and generate lots of maximum frequent candidate itemsets in each level. Therefore, this paper proposes IDMFIA (the improved algorithm of DMFIA) for mining maximum frequent itemsets, IDMFIA can prune the all supersets of mined maximum frequent itemset that contains a few items, and prune the all nonempty subsets of long maximum frequent itemset. Furthermore, this paper introduces FUMFIA(Fast Updating Maximum Frequent Itemsets Algorithm), which can efficiently use the created FP tree and the mined maximum frequent itemsets for updating the mined maximum frequent itemsets. Experimental results show that the two algorithms are effective and efficient.

About this research paper

What this paper is about

Mining maximum frequent itemsets is a key problem in many data mining applications. In order to overcome the drawbacks of Apriori like algorithm for mining maximum frequent itemsets, DMFIA was proposed, which uses FP tree structure and the search strategy of top down, hence improves the efficiency for mining maximum frequent itemsets in some situations. But for given datasets with many frequent items and each maximum frequent itemset is not long, DMFIA need to search many levels and generate lots of maximum frequent candidate itemsets in each level. Therefore, this paper proposes IDMFIA (the improved algorithm of DMFIA) for mining maximum frequent itemsets, IDMFIA can prune the all supersets of mined maximum frequent itemset that contains a few items, and prune the all nonempty subsets of long maximum frequent itemset. Furthermore, this paper introduces FUMFIA(Fast Updating Maximum Frequent Itemsets Algorithm), which can efficiently use the created FP tree and the mined maximum frequent itemsets for updating the mined maximum frequent itemsets. Experimental results show that the two algorithms are effective and efficient.

Why it matters

OpenAlex reports 15 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

Mining maximum frequent itemsets is a key problem in many data mining applications. In order to overcome the drawbacks of Apriori like algorithm for mining maximum frequent itemsets, DMFIA was proposed, which uses FP tree structure and the search strategy of top down, hence improves the efficiency for mining maximum frequent itemsets in some situations. But for given datasets with many frequent items and each maximum frequent itemset is not long, DMFIA need to search many levels and generate lots of maximum frequent candidate itemsets in each level. Therefore, this paper proposes IDMFIA (the improved algorithm of DMFIA) for mining maximum frequent itemsets, IDMFIA can prune the all supersets of mined maximum frequent itemset that contains a few items, and prune the all nonempty subsets of long maximum frequent itemset. Furthermore, this paper introduces FUMFIA(Fast Updating Maximum Frequent Itemsets Algorithm), which can efficiently use the created FP tree and the mined maximum frequent itemsets for updating the mined maximum frequent itemsets. Experimental results show that the two algorithms are effective and efficient.

Key concepts: Data mining, Tree (set theory), Computer science, A priori and a posteriori, Key (lock), Apriori algorithm, Association rule learning, Mathematics

Related papers

Back to paper searchBrowse research topicsOriginal source
Fast Updating Maximum Frequent Itemsets — Research Paper | ScholarLens