Mining Frequent Patterns without Candidate Generation: A Frequent-Pattern Tree Approach
By Jiawei Han, Jian Pei, Yiwen Yin, Runying Mao. Data mining and knowledge discovery, 2004
2,805 citations recorded by the source corpus.
Subfields: Computational Theory and Mathematics, Computer Networks and Communications, Information Systems
View Paper: https://www.semanticscholar.org/paper/06c4559125ddaa4371883541518eb6c4e736436d
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Theory and Mathematics
- Jun-Feng Qu
- Mengchi Liu
- Philippe Fournier-Viger
- Vincent Shin-Mu Tseng
- Cheng-Wei Wu
- Rafael Alcalá
- Jesús Alcalá-Fdez
- Nafise Sadat Moosavi
In Computer Networks and Communications
- Nafise Sadat Moosavi
- Gösta Grahne
- Jianfei Zhu
- Jun-Feng Qu
- Mengchi Liu
- Philippe Fournier-Viger
- R. Kays
- Dong Su
In Information Systems
- Jun-Feng Qu
- Mengchi Liu
- Philippe Fournier-Viger
- Vincent Shin-Mu Tseng
- Cheng-Wei Wu
- Nafise Sadat Moosavi
- Francisco Herrera
- Gösta Grahne
Citations in the corpus
- Efficient Tree Structures for High Utility Pattern Mining in Incremental Databases (2009, background): “In the following sections, we will discuss research on frequent pattern mining, weighted frequent pattern mining, high utility pattern mining, and incremental and interactive pattern mining.”
- Robustness in Coreference Resolution (2020, methodology): “3 Data Structure For representing the input samples, we use the Frequent Pattern Tree (FP-Tree) structure that is the data structure of the FP-Growth algorithm (Han et al., 2004), i.”
- Fast algorithms for frequent itemset mining using FP-trees (2005, methodology): “Furthermore, when the FP-tree is too large to fit in memory, the current solutions need a very large number of disk I/Os for reading and writing FP-trees onto secondary memory or generating many intermediate databases [15], which makes mining frequent itemsets too time-consuming.”
- Swarm (2010, background): “Note that even though our problem is defined in the similar form of frequent pattern mining [11], none of previous work in frequent pattern (FP) mining area can solve exactly our problem.”
- A Fuzzy Association Rule-Based Classification Model for High-Dimensional Problems With Genetic Rule Selection and Lateral Tuning (2011, methodology): “4) Classification based on multiple association rules (CMAR) [14]: This method extends an efficient frequent pattern (FP) mining method, i.e., FP-Growth [63], constructs a class distribution-associated FP-tree, and mines large databases efficiently.”
- FAST ALGORITHM FOR MINING ASSOCIATION RULES (2014, background): “The FP-growth algorithm [12] is the best–known instance of the second type.”
- A Survey of Sequential Pattern Mining (2017, methodology): “The most popular pattern-growth algorithm for sequential pattern mining is PrefixSpan [89], which draws inspiration from the FPGrowth algorithm for itemset mining [53].”
- PrivBasis: Frequent Itemset Mining with Differential Privacy (2012, methodology): “The two most prominent ones are the Apriori algorithm [5], and the FP-Growth algorithm [22].”
- Isolated items discarding strategy for discovering high utility itemsets (2008, methodology): “frequent itemsets, this experiment employed the FP-growth algorithm [ 16 ] to generate”
- Mining high utility itemsets without candidate generation (2012, methodology): “The algorithms based on the FP-Growth algorithm [9] show better performance.”
- Explainable and Interpretable Models in Computer Vision and Machine Learning (2017, background): “, all rules that satisfy a minimum support and minimum confidence threshold are found (Agrawal et al. 1995; Zaki et al. 1997; Han et al. 2004), and subsequently filtered and/or ordered according to heuristics.”
- SPMF: a Java open-source pattern mining library (2014, methodology): “However, the source code of Coron is not public, Illimine provides the source code of only one of its pattern mining algorithms and LUCS-KDD source code cannot be used for commercial purposes.”
- Hierarchical graph embedding in vector space by graph pyramid (2017, background): “In pattern extraction, the summaries are a set of frequent subgraphs [25].”
- Survey on Frequent Pattern Mining (2003, neutral): “This new data structure is denoted by FP-tree (FrequentPattern tree) and is created as follows [20].”