2017
DOI: 10.1080/24751839.2017.1347392
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An efficient approach for mining closed high utility itemsets and generators

Abstract: Mining closed high utility itemsets (CHUIs) serves as a compact and lossless representation of high utility itemsets (HUIs). CHUIs and their generators are useful in analytical and recommendation systems. In this paper, we introduce a lattice approach to extract CHUIs and their generators from a set of HUIs quickly. The experimental results show that mining CHUIs and their generators from a lattice of HUIs is efficient in both runtime and memory usage. ARTICLE HISTORY

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Cited by 6 publications
(3 citation statements)
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“…Their approach [35] involved constructing a lattice structure of HUIs, and then using the LARM algorithm to generate HARs. The lattice approach was proved to be efficient for mining frequently closed itemsets [34] and closed high-utility itemsets [36], mining generalized association rules [37], mining non-redundant association rules [38], and mining association rules [39]. With regard to HUIM, LARM is the first algorithm that applies the lattice approach and it has shown good performance in the mining of HARs, especially when used on large datasets.…”
Section: High-utility Association Rule Miningmentioning
confidence: 99%
See 1 more Smart Citation
“…Their approach [35] involved constructing a lattice structure of HUIs, and then using the LARM algorithm to generate HARs. The lattice approach was proved to be efficient for mining frequently closed itemsets [34] and closed high-utility itemsets [36], mining generalized association rules [37], mining non-redundant association rules [38], and mining association rules [39]. With regard to HUIM, LARM is the first algorithm that applies the lattice approach and it has shown good performance in the mining of HARs, especially when used on large datasets.…”
Section: High-utility Association Rule Miningmentioning
confidence: 99%
“…Each node represents an itemset, utility, support, "closed" flag and "generator" flag [36]. The utility and support values of the root node are equal to zero.…”
Section: Mining Nr-hars From a Lattice Of High-utility Itemsetsmentioning
confidence: 99%
“…Since its first introduction in 1993 [1] it has attracted a lot of attention and has been extended and applied in various ways. For instance, some popular variations of the FI mining problem are to discover high utility patterns [2,3], uncertain frequent patterns [2] and high utility association rules [2,4]. Most algorithms for mining FIs partition the search space into subclasses in order to apply the parallel approaches to improve their performance.…”
Section: Introductionmentioning
confidence: 99%