One of the major problems in frequent item set mining is the explosion of the number of results: it is difficult to find the most interesting frequent item sets. The cause of this explosion is that large sets of frequent item sets describe essentially the same set of transactions. In this paper we approach this problem using the MDL principle: the best set of frequent item sets is that set that compresses the database best. We introduce four heuristic algorithms for this task, and the experiments show that these algorithms give a dramatic reduction in the number of frequent item sets. Moreover, we show how our approach can be used to determine the best value for the min-sup threshold
This paper presents a new scalable algorithm for discovering closed frequent itemsets, a lossless an...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...
Abstract:-Mining of frequent item sets is one of the most fundamental problems in data mining applic...
Recent studies on frequent itemset mining algorithms resulted in significant performance improvement...
Frequent itemset mining assists the data mining practitioner in searching for strongly associated it...
Abstract — The amount of data being collected is increasing rapidly. The main reason is the use of c...
Frequent itemset mining (FIM) is a method for finding regularities in transaction databases. It has ...
Abstract — Mining frequent item sets is an active area in data mining that aims at searching interes...
This paper presents a new scalable algorithm for discovering closed frequent itemsets, which are a l...
Frequent item set mining is one of the fundamental techniques for knowledge discovery and data minin...
Discovering association rules that identify relationships among sets of items is an important proble...
Mining Frequent Itemsets is the core operation of many data mining algorithms. This operation howeve...
A problem that has been the focus of much recent research in privacy preserving data-mining is the f...
There are many advanced techniques that can efficiently mine frequent itemsets using a minimum-suppo...
This paper presents a new scalable algorithm for discovering closed frequent itemsets, a lossless an...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...
Abstract:-Mining of frequent item sets is one of the most fundamental problems in data mining applic...
Recent studies on frequent itemset mining algorithms resulted in significant performance improvement...
Frequent itemset mining assists the data mining practitioner in searching for strongly associated it...
Abstract — The amount of data being collected is increasing rapidly. The main reason is the use of c...
Frequent itemset mining (FIM) is a method for finding regularities in transaction databases. It has ...
Abstract — Mining frequent item sets is an active area in data mining that aims at searching interes...
This paper presents a new scalable algorithm for discovering closed frequent itemsets, which are a l...
Frequent item set mining is one of the fundamental techniques for knowledge discovery and data minin...
Discovering association rules that identify relationships among sets of items is an important proble...
Mining Frequent Itemsets is the core operation of many data mining algorithms. This operation howeve...
A problem that has been the focus of much recent research in privacy preserving data-mining is the f...
There are many advanced techniques that can efficiently mine frequent itemsets using a minimum-suppo...
This paper presents a new scalable algorithm for discovering closed frequent itemsets, a lossless an...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...
Abstract—In classical association rules mining, a minimum support threshold is assumed to be availab...