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An entropy-based discretization method for classification rules with inconsistency checking

Renpu Li, Wang Zheng-ou

Open publisher page 28 citations

Abstract

Discretization is an effective technique in handling continuous attributes for data mining, especially for classification problems. Most entropy-based discretization methods are local and it is easy to lose valuable information in the data. We present an entropy-based algorithm. Through inconsistency checking, we may add/delete cut points on the basis of a preliminary discretization scheme. So the interaction between all attributes is taken into consideration in the discretization process which makes our method possess a global property. Experimental results indicate that with the same rule generator C4.5, our method can produce stronger rules than existing entropy-based discretization methods.

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What this paper is about

Discretization is an effective technique in handling continuous attributes for data mining, especially for classification problems. Most entropy-based discretization methods are local and it is easy to lose valuable information in the data. We present an entropy-based algorithm. Through inconsistency checking, we may add/delete cut points on the basis of a preliminary discretization scheme. So the interaction between all attributes is taken into consideration in the discretization process which makes our method possess a global property. Experimental results indicate that with the same rule generator C4.5, our method can produce stronger rules than existing entropy-based discretization methods.

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OpenAlex reports 28 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Discretization is an effective technique in handling continuous attributes for data mining, especially for classification problems. Most entropy-based discretization methods are local and it is easy to lose valuable information in the data. We present an entropy-based algorithm. Through inconsistency checking, we may add/delete cut points on the basis of a preliminary discretization scheme. So the interaction between all attributes is taken into consideration in the discretization process which makes our method possess a global property. Experimental results indicate that with the same rule generator C4.5, our method can produce stronger rules than existing entropy-based discretization methods.

Key concepts: Discretization, Discretization of continuous features, Entropy (arrow of time), Computer science, Discretization error, Algorithm, Data mining, Mathematics

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