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基于支持向量机与反K近邻的分类算法研究
引用本文:陈丽,陈静,高新涛,王来生.基于支持向量机与反K近邻的分类算法研究[J].计算机工程与应用,2010,46(24):135-137.
作者姓名:陈丽  陈静  高新涛  王来生
作者单位:1. 中国农业大学理学院,北京,100083
2. 郑州大学数学系,郑州,450001
摘    要:针对支持向量机在对样本进行分类时,决策超平面附近的点较易错分的问题,首先将反K近邻法引入分类问题,提出了反K近邻分类算法;然后,将支持向量机(SVM)与反K近邻分类算法(RKNN)相结合,提出了基于支持向量机与反K近邻的分类算法(SVM-RKNN);最后,为了避免单一分类器可能存在的片面性问题,提出了基于SVM-RKNN的多特征融合分类方法。实验结果表明:SVM-RKNN分类算法的分类准确率比SVM方法平均提高了2.13%,而基于SVM-RKNN的多特征融合分类算法的分类准确率分别比SVM和SVM-RKNN算法平均提高了2.54%和0.41%。

关 键 词:支持向量机  K近邻  多特征融合  核函数  分类超平面
收稿时间:2009-2-6
修稿时间:2009-4-2  

Classification algorithm research based on support vector machine and reverse K-nearest neighbor
CHEN Li,CHEN Jing,GAO Xin-tao,WANG Lai-sheng.Classification algorithm research based on support vector machine and reverse K-nearest neighbor[J].Computer Engineering and Applications,2010,46(24):135-137.
Authors:CHEN Li  CHEN Jing  GAO Xin-tao  WANG Lai-sheng
Affiliation:1.College of Sciences,China Agricultural University,Beijing 100083,China 2.Department of Mathematics,Zhengzhou University,Zhengzhou 450001,China
Abstract:When Support Vector Machine(SVM) is used to solve the classification problems,the samples nearby the SVM hyperplanes are more easily misclassified.To solve this problem,the Reverse K-Nearest Neighbor method is introduced into the classification problems,and the Reverse K-Nearest Neighbor classification method(RKNN) is presented.And then,a new classification algorithm based on Support Vector Machine and Reverse K-Nearest Neighbor classification method(SVM-RKNN) is presented.At last,in order to avoid the one-sidedness problems which may be produced by one single classifier,the multi-fusion method based on SVM-RKNN is presented.The experimental results show that the average forecast accuracy of the SVM-RKNN method increases 2.13% than the SVM method,and the average forecast accuracy of the multi-fusion method based on SVM-RKNN increases 2.54% and 0.41% than the SVM and SVM-RKNN method respectively.
Keywords:Support Vector Machine(SVM)  Reverse K-Nearest Neighbor(RKNN)  multi-feature fusion  kernel function  classification hyperplanes
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