类专用直觉模糊核岭回归分类器

IF 7.2 1区 计算机科学 Q1 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Barenya Bikash Hazarika , Deepak Gupta
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引用次数: 0

摘要

在现实世界的数据分类问题中,类不平衡学习、噪声和异常值是主要问题。传统的核脊回归(KRR)不能有效地处理这些挑战,因为所有的样本都具有同等的重要性,而不考虑它们对决策的贡献。因此,为了解决这一问题,我们提出了一种新的类别特异性直觉模糊KRR (CS-IFKRR)模型。CS-IFKRR为样本提供适当的权重,以进行有效的决策。CS-IFKRR分类器旨在解决分类任务中类别不平衡的挑战,这通常会导致对少数类别的预测有偏差和泛化不良。此外,时间效率是CS-IFKRR的次要但重要的优势,因为它解决线性方程组。此外,直觉模糊分值考虑样本距离和异质性,以确定适当的权重。实验调查是在几个流行的数据集上进行的。将本文提出的CS-IFKRR模型与支持向量机(SVM)、双支持向量机(twin SVM)、直觉模糊支持向量机(IFSVM)、IF双支持向量机(IFTSVM)、KRR和直觉模糊支持向量机(IFKRR)的分类性能进行了对比。从准确率、F1评分和g均值来看,CS-IFKRR模型优于其他相关模型。在Friedman检验和事后Nemenyi分析的基础上进行进一步的统计分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Class-specific intuitionistic fuzzy kernel ridge regression classifier
In real-world data classification problems, class imbalance learning, noise and outliers are the major problems. The conventional kernel ridge regression (KRR) cannot efficiently deal with these challenges because all the samples are provided equal importance irrespective of their contribution to decision-making. Hence, to address this problem, we suggest a novel class-specific intuitionistic fuzzy KRR (CS-IFKRR) model for classification. CS-IFKRR provides appropriate weights to the samples for effective decision-making. CS-IFKRR classifier is designed to tackle the challenge of class imbalance in classification tasks, which generally leads to biased predictions and poor generalization for minority classes. Moreover, time efficiency is a secondary but significant advantage of CS-IFKRR, as it solves systems of linear equations. In addition to that intuitionistic fuzzy score values consider sample distance and heterogeneity to determine appropriate weights. The experimental investigation is carried out over a few popular datasets. The classification performance of the proposed CS-IFKRR model is contrasted with that of support vector machine (SVM), twin SVM, intuitionistic fuzzy SVM (IFSVM), IF twin SVM (IFTSVM), KRR and intuitionistic fuzzy KRR (IFKRR). The results, based on accuracy, F1 score and G-mean reveal the superiority of CS-IFKRR over other relevant models. Further statistical analysis is carried out based on Friedman test and posthoc Nemenyi analysis.
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来源期刊
Applied Soft Computing
Applied Soft Computing 工程技术-计算机:跨学科应用
CiteScore
15.80
自引率
6.90%
发文量
874
审稿时长
10.9 months
期刊介绍: Applied Soft Computing is an international journal promoting an integrated view of soft computing to solve real life problems.The focus is to publish the highest quality research in application and convergence of the areas of Fuzzy Logic, Neural Networks, Evolutionary Computing, Rough Sets and other similar techniques to address real world complexities. Applied Soft Computing is a rolling publication: articles are published as soon as the editor-in-chief has accepted them. Therefore, the web site will continuously be updated with new articles and the publication time will be short.
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