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DIAFM: An Improved and Novel Approach for Incremental Frequent Itemset Mining
- Shaikh, Mohsin;
- Akram, Sabina;
- Khan, Jawad;
- Khalid, Shah;
- Lee, Youngmoon
WEB OF SCIENCE
2SCOPUS
5초록
Traditional approaches to data mining are generally designed for small, centralized, and static datasets. However, when a dataset grows at an enormous rate, the algorithms become infeasible in terms of huge consumption of computational and I/O resources. Frequent itemset mining (FIM) is one of the key algorithms in data mining and finds applications in a variety of domains; however, traditional algorithms do face problems in efficiently processing large and dynamic datasets. This research introduces a distributed incremental approximation frequent itemset mining (DIAFM) algorithm that tackles the mentioned challenges using shard-based approximation within the MapReduce framework. DIAFM minimizes the computational overhead of a program by reducing dataset scans, bypassing exact support checks, and incorporating shard-level error thresholds for an appropriate trade-off between efficiency and accuracy. Extensive experiments have demonstrated that DIAFM reduces runtime by 40-60% compared to traditional methods with losses in accuracy within 1-5%, even for datasets over 500,000 transactions. Its incremental nature ensures that new data increments are handled efficiently without needing to reprocess the entire dataset, making it particularly suitable for real-time, large-scale applications such as transaction analysis and IoT data streams. These results demonstrate the scalability, robustness, and practical applicability of DIAFM and establish it as a competitive and efficient solution for mining frequent itemsets in distributed, dynamic environments.
키워드
- 제목
- DIAFM: An Improved and Novel Approach for Incremental Frequent Itemset Mining
- 저자
- Shaikh, Mohsin; Akram, Sabina; Khan, Jawad; Khalid, Shah; Lee, Youngmoon
- 발행일
- 2024-12
- 유형
- Article
- 저널명
- MATHEMATICS
- 권
- 12
- 호
- 24
- 언어
- ENG
- 출판사
- MDPI
- 발행국가
- 스위스
- ISSN
- E 2227-7390
P 2227-7390