High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound

High Average Utility Itemset (HAUI) mining (HAUIM) is an important task in data mining, as it has practical applications in diverse domains. To design efficient algorithms for HAUIM, researchers need to utilize upper bounds (UB) and weak upper bounds (WUB), along with corresponding pruning strategie...

Mô tả đầy đủ

Đã lưu trong:
Chi tiết về thư mục
Những tác giả chính: Trần, Thống, Dương, Văn Hải, Trương, Chí Tín
Định dạng: Conference paper
Ngôn ngữ:Vietnamese
Được phát hành: IEEE 2024
Truy cập trực tuyến:https://scholar.dlu.edu.vn/handle/123456789/3528
Các nhãn: Thêm thẻ
Không có thẻ, Là người đầu tiên thẻ bản ghi này!
Thư viện lưu trữ: Thư viện Trường Đại học Đà Lạt
id oai:scholar.dlu.edu.vn:123456789-3528
record_format dspace
spelling oai:scholar.dlu.edu.vn:123456789-35282024-07-09T08:14:45Z High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound Trần, Thống Dương, Văn Hải Trương, Chí Tín High Average Utility Itemset (HAUI) mining (HAUIM) is an important task in data mining, as it has practical applications in diverse domains. To design efficient algorithms for HAUIM, researchers need to utilize upper bounds (UB) and weak upper bounds (WUB), along with corresponding pruning strategies, to early eliminate low average utility itemsets (LAUIs). This is necessary due to the fact that the average utility function fails to satisfy the anti-monotonic property. While many UBs and WUBs have been proposed so far, their values remain rather loose when compared to the average utility, leading to the limited efficiency of corresponding algorithms. To address this issue, this paper proposes a novel algorithm called MHAUI- TWUB, which efficiently discovers all HAUIs. The proposed algorithm introduces a novel vertical WUB named tvwaub, and employs an efficient pruning strategy to swiftly eliminate a significant … 2024-07-09T08:14:45Z 2024-07-09T08:14:45Z 2023-12 Conference paper Bài báo đăng trên KYHT quốc tế (có ISBN) https://scholar.dlu.edu.vn/handle/123456789/3528 vi 2023 RIVF International Conference on Computing and Communication Technologies (RIVF) IEEE
institution Thư viện Trường Đại học Đà Lạt
collection Thư viện số
language Vietnamese
description High Average Utility Itemset (HAUI) mining (HAUIM) is an important task in data mining, as it has practical applications in diverse domains. To design efficient algorithms for HAUIM, researchers need to utilize upper bounds (UB) and weak upper bounds (WUB), along with corresponding pruning strategies, to early eliminate low average utility itemsets (LAUIs). This is necessary due to the fact that the average utility function fails to satisfy the anti-monotonic property. While many UBs and WUBs have been proposed so far, their values remain rather loose when compared to the average utility, leading to the limited efficiency of corresponding algorithms. To address this issue, this paper proposes a novel algorithm called MHAUI- TWUB, which efficiently discovers all HAUIs. The proposed algorithm introduces a novel vertical WUB named tvwaub, and employs an efficient pruning strategy to swiftly eliminate a significant …
format Conference paper
author Trần, Thống
Dương, Văn Hải
Trương, Chí Tín
spellingShingle Trần, Thống
Dương, Văn Hải
Trương, Chí Tín
High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
author_facet Trần, Thống
Dương, Văn Hải
Trương, Chí Tín
author_sort Trần, Thống
title High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
title_short High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
title_full High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
title_fullStr High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
title_full_unstemmed High Average-Utility Itemset Mining with A Novel Vertical Weak Upper Bound
title_sort high average-utility itemset mining with a novel vertical weak upper bound
publisher IEEE
publishDate 2024
url https://scholar.dlu.edu.vn/handle/123456789/3528
_version_ 1813142622046257152