实现相关的序列规则

Lili Chen;Wensheng Gan;Chien-Ming Chen
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引用次数: 0

摘要

高效用序列模式挖掘(HUSPM)的目标是在大量序列中有效地发现有利可图或有用的序列模式。然而,仅仅意识到有用模式还不足以进行预测。为了弥补这一不足,高效用序列规则挖掘(HUSRM)旨在根据前提序列模式的出现情况,探索预测后果序列模式出现的置信度或概率。它有许多应用,如产品推荐和天气预测。然而,现有的算法(即 HUSRM)仅限于提取所有符合条件的规则,而忽略了生成的序列规则之间的相关性。为了解决这个问题,我们提出了一种名为 "相关高效用序列规则挖掘器"(CoUSR)的新算法,将相关性概念融入 HUSRM。所提出的算法不仅要求每条规则都是相关的,还要求高效用序列规则的前因和后果中的模式是相关的。该算法采用效用列表结构,以避免多次数据库扫描。此外,还采用了多种剪枝策略来提高算法的效率和性能。基于多个真实数据集的后续实验证明,CoUSR 在运行时间和内存消耗方面都是有效和高效的。所有代码均可在 GitHub 上访问:https://github.com/DSI-Lab1/CoUSR。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Toward Correlated Sequential Rules
The goal of high-utility sequential pattern mining (HUSPM) is to efficiently discover profitable or useful sequential patterns in a large number of sequences. However, simply being aware of utility-eligible patterns is insufficient for making predictions. To compensate for this deficiency, high-utility sequential rule mining (HUSRM) is designed to explore the confidence or probability of predicting the occurrence of consequence sequential patterns based on the appearance of premise sequential patterns. It has numerous applications, such as product recommendation and weather prediction. However, the existing algorithm, known as HUSRM, is limited to extracting all eligible rules while neglecting the correlation between the generated sequential rules. To address this issue, we propose a novel algorithm called correlated high-utility sequential rule miner (CoUSR) to integrate the concept of correlation into HUSRM. The proposed algorithm requires not only that each rule be correlated but also that the patterns in the antecedent and consequent of the high-utility sequential rule be correlated. The algorithm adopts a utility-list structure to avoid multiple database scans. Additionally, several pruning strategies are used to improve the algorithm's efficiency and performance. Based on several real-world datasets, subsequent experiments demonstrated that CoUSR is effective and efficient in terms of operation time and memory consumption. All codes are accessible on GitHub: https://github.com/DSI-Lab1/CoUSR .
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CiteScore
7.70
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