Missing Data Handling Using The Naive Bayes Logarithm (NBL) Formula

Lukman Syafie, Fitriyani Umar, Aliyazid Mude, Herdianti Darwis, Herman, Harlinda
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Abstract

Missing data is one of the problems in classification that can reduce classification accuracy. This paper mainly studies the technique of fixing missing data by using deletion instances, mean imputation and median imputation. We use Naive Bayes based method which is used in many classification techniques. We proposed the improvement of the Naive Bayes formula into the Naive Bayes Logarithm (NBL) formula to anticipate the final result which can obtain zero for the prior probability of classifier. If the the prior probability of classifier obtained zero it will result failure in the classification process. In this research, we use Web-Kb dataset that has been used in other classification method. By Naive Bayes Logarithm, we study the effect of missing data on the classification accuracy in different types of method of fixing data. The results show the documents can be classified well in average 84.909% when using mean imputation, median imputation and deletion instances. It concludes that Naive Bayes Logarithm is reliable in the classification of documents.
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使用朴素贝叶斯对数(NBL)公式处理缺失数据
数据缺失是分类中降低分类精度的问题之一。本文主要研究了缺失数据的修复技术,主要采用删除实例、均值插入和中位数插入。我们使用基于朴素贝叶斯的方法,这种方法在许多分类技术中都有使用。我们提出将朴素贝叶斯公式改进为朴素贝叶斯对数(NBL)公式,以预测最终结果,使分类器的先验概率为零。如果分类器的先验概率为零,将导致分类过程失败。在本研究中,我们使用了在其他分类方法中使用过的Web-Kb数据集。利用朴素贝叶斯对数,研究了不同类型的固定数据方法中缺失数据对分类精度的影响。结果表明,采用平均插补、中位数插补和删除实例时,分类准确率平均为84.909%。结果表明,朴素贝叶斯对数在文档分类中是可靠的。
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