发现分类规则的自底向上匹兹堡方法

Priyanka Sharma, S. Ratnoo
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引用次数: 3

摘要

提出了一种自底向上的匹兹堡分类规则发现方法。种群初始化利用熵作为属性显著性度量,包含可变大小的组织。每个组织都包含一组IF-THEN规则。由于采用自底向上的方法,传统的操作方法不可行,效率也不高。因此,设计了四种演化算子来实现对组织执行的演化操作。自底向上的匹兹堡方法给出了精度较高的最佳规则集。在实验中,通过比较有和没有熵的自下而上的匹兹堡方法与有和没有熵的自上而下的密歇根方法在UCI和KEEL存储库的10个数据集上的结果,评估了所提出算法的有效性。结果表明,自下而上的匹兹堡方法具有更高的预测精度和一致性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bottom-up Pittsburgh approach for discovery of classification rules
This paper presents bottom-up Pittsburgh approach for discovery of classification rules. Population initialization makes use of entropy as the attribute significance measure and contains variable sized organizations. Each organization contains a set of IF-THEN rules. As bottom-up approach is employed, so traditional operators are not feasible and efficient to use. Therefore, four evolutionary operators are devised for realizing the evolutionary operations performed on organizations. Bottom-up Pittsburgh approach gives best set of rule having good accuracy. In experiments, the effectiveness of the proposed algorithm is evaluated by comparing the results of bottom-up Pittsburgh with and without entropy to the top-down Michigan approach with and without entropy on 10 datasets from the UCI and KEEL repository. All results show that bottom-up Pittsburgh approach achieves a higher predictive accuracy and is more consistent.
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