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A classification algorithm with Linear Discriminant Analysis and Axiomatic Fuzzy Sets
Author(s) -
Wenjuan Jia,
Yingjie Deng,
Chenyang Xin,
Xiaodong Liu,
Witold Pedrycz
Publication year - 2019
Publication title -
mathematical foundations of computing
Language(s) - English
Resource type - Journals
ISSN - 2577-8838
DOI - 10.3934/mfc.2019006
Subject(s) - interpretability , linear discriminant analysis , artificial intelligence , pattern recognition (psychology) , computer science , support vector machine , fuzzy logic , classifier (uml) , class (philosophy) , feature vector , discriminant , axiom , machine learning , data mining , mathematics , geometry
In exploratory data mining, most classifiers pay more attention on the accuracy and speed of learned models, but they are lacking of the interpretability. In this paper, an interpretable and comprehensible classifier is proposed based on Linear Discriminant Analysis (LDA) and Axiomatic Fuzzy Sets (AFS). The algorithm utilizes LDA to extract features with the largest inter-class variance. Besides, the proposed approach aims to explore a transformation from the selected feature space to a semantic space where the samples in the same class are made as close as possible to one another, whereas the samples in the different class are as far as possible from one another. Moreover, the descriptions of each class can be obtained by the proposed approach. When compared with well-known classifiers such as LogisticR, C4.5Tree, SVM and KNN, the proposed method not only can achieve better performance in terms of accuracy but also has the capability of interpretability and comprehension.

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