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A new possibilistic classifier for mixed categorical and numerical data based on a bi-module possibilistic estimation and the generalized minimum-based algorithm

机译:基于Bi模块可能估计的混合分类和数值数据的新可能分类器和基于广义最小算法的混合分类和数值数据

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摘要

In this paper, we suggestNPCm, a new Naive Bayesian-like Possibilistic Classifier for mixed categorical and numerical data. The proposed classifier is based on a bi-module belief estimation as well as the Generalized Minimum-based (G-Min) algorithm which has been recently proposed for the classification of categorical data. Distinctively, in the design of both categorical and numerical belief estimation modules, we make use of a probability-to-possibility transform-based possibilistic approach as a strong alternative to the probabilistic one when dealing with decision-making under uncertainty. Thereafter, we use the G-Min algorithm as an improvement of the minimum algorithm to make decision from possibilistic beliefs. Experimental evaluations on 12 datasets taken from University of California Irvine (UCI) and containing all mixed data, confirm the effectiveness of the proposed new G-Min-based NPCm. Indeed, with the used datasets, the proposed classifier outperforms all the classical Bayesian-like classification methods. Consequently, we prove the efficient use of the bi-module possibilistic estimation approach together with the G-Min algorithm for the classification of mixed categorical and numerical data.
机译:在本文中,我们旨在为混合分类和数值数据的新天真贝叶斯的可能性分类器。所提出的分类器基于双模块信念估计以及最近提出用于分类数据分类的广义最小(G-MIN)算法。在分类和数值信念估计模块的设计中,我们在处理不确定性下处理决策时,我们利用基于概率的变换的可能性方法作为概率的替代品。此后,我们使用G-MIN算法作为改进最低算法,以便从可能主义信仰中做出决定。从加州欧文大学(UCI)采取的12个数据集进行实验评估,并含有所有混合数据,证实了提出的新型G-MIN的NPCM的有效性。实际上,对于使用的数据集,所提出的分类器优于所有古典贝叶斯的分类方法。因此,我们证明了双模块可能估计方法的高效利用与混合分类和数值数据分类的G-MIN算法一起使用。

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