Mining Allocating Patterns in One-Sum Weighted Items

Y. Wang, Xinwei Zheng, Frans Coenen, Cindy Y. Li
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引用次数: 3

Abstract

An association rule (AR) is a common knowledge model in data mining that describes an implicative co-occurring relationship between two disjoint sets of binary-valued transaction database attributes (items), expressed in the form of an "antecedent rArr consequent" rule. A variant of the AR is the weighted association rule (WAR). With regard to a marketing context, this paper introduces a new knowledge model in data mining - allocating pattern (ALP). An ALP is a special form of WAR, where each rule item is associated with a weighting score between 0 and 1, and the sum of all rule item scores is 1. It can not only indicate the implicative co-occurring relationship between two (disjoint) sets of items in a weighted setting, but also inform the "allocating" relationship among rule items. ALPs can be demonstrated to be applicable in marketing and possibly a surprising variety of other areas. We further propose an apriori based algorithm to extract hidden and interesting ALPs from a "one-sum" weighted transaction database. The experimental results show the effectiveness of the proposed algorithm.
单和加权项的分配模式挖掘
关联规则(AR)是数据挖掘中的一种通用知识模型,它描述了两个不相交的二元事务数据库属性(项)集之间隐含的共同发生的关系,以“先行规则”的形式表示。AR的一种变体是加权关联规则(WAR)。针对营销环境,提出了一种新的数据挖掘知识模型——分配模式(ALP)。ALP是WAR的一种特殊形式,其中每个规则项都与0到1之间的权重分数相关联,并且所有规则项分数的总和为1。它不仅可以指示加权设置中两个(不相交的)条目集之间隐含的共发生关系,还可以通知规则条目之间的“分配”关系。阿尔卑斯山可以被证明适用于市场营销和可能令人惊讶的其他领域。我们进一步提出了一种基于先验的算法,从“一和”加权事务数据库中提取隐藏的和有趣的阿尔卑斯山。实验结果表明了该算法的有效性。
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