Algorithm for Mining Constrained Maximum Frequent Itemsets Based on Frequent Pattern Tree
Geng Chen, Yuquan Zhu
Abstract
Geng Chen, Yuquan Zhu
Abstract
Most algorithms of frequent itemsets(or maximum frequent itemsets) do not consider any domain knowledge.As a result they generate many irrelevant patterns.Therefore,finding constrained maximum frequent itemsets is a key in important data mining application such as discovery of constrained association rules,constrained strong rules,etc.Little work has been done on this problem. This paper presents an effective algorithm for mining constrained maximum frequent itemsets and its update,update constrained maximum frequent itemsets algorithm,based on a novel frequent pattern tree(FP-tree) structure that is an extended prefix-tree structure for storing compressed and crucial information about frequent patterns.Experiments show that the algorithm is effective.
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Most algorithms of frequent itemsets(or maximum frequent itemsets) do not consider any domain knowledge.As a result they generate many irrelevant patterns.Therefore,finding constrained maximum frequent itemsets is a key in important data mining application such as discovery of constrained association rules,constrained strong rules,etc.Little work has been done on this problem. This paper presents an effective algorithm for mining constrained maximum frequent itemsets and its update,update constrained maximum frequent itemsets algorithm,based on a novel frequent pattern tree(FP-tree) structure that is an extended prefix-tree structure for storing compressed and crucial information about frequent patterns.Experiments show that the algorithm is effective.
Key concepts: Data mining, Computer science, Association rule learning, Tree (set theory), Prefix, Key (lock), Trie, Tree structure