粒度计算
球(数学)
计算机科学
支持向量机
粒状材料
人工智能
可扩展性
分类器(UML)
k-最近邻算法
模式识别(心理学)
算法
数学
工程类
粗集
数学分析
数据库
岩土工程
作者
Shuyin Xia,Lei Zhu,Xin Ding,Guoyin Wang,Hong Yu,Yuoguo Luo
标识
DOI:10.1016/j.ins.2019.01.010
摘要
Granular computing is an efficient and scalable computing method. Most of the existing granular computing-based classifiers treat the granules as a preliminary feature procession method, without revising the mathematical model and improving the main performance of the classifiers themselves. So far, only few methods, such as the G-svm and WLMSVM, have been combined with specific classifiers. Because of the complete symmetry of the ball and its simple mathematical expression, it is relatively easy to be combined with the other classifiers’ mathematical models. Therefore, this paper uses a ball to represent the grain, namely the granular ball, and not only the granular balls’ labels but also the distance between a pair of balls is defined. Based on that, this paper attempts to propose a new granular classifier framework by replacing the point inputs with the granular balls. We derive the basic model of both the granular ball support vector machine and granular ball k-nearest neighbor algorithm (GBkNN). In addition, the GBkNN is compared with the k-means tree based kNN, which is the most efficient and effective kNN as far as we known, on both public and artificial data sets. The Experimental results demonstrate the effectiveness and efficiency of the proposed framework.
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