考虑局部均值和类全局信息的快速近邻原型选择算法

被引:9
作者
李娟 [1 ,2 ]
王宇平 [1 ]
机构
[1] 西安电子科技大学计算机学院
[2] 陕西师范大学远程教育学院
关键词
数据分类; 原型选择; 局部均值; 类全局信息; 自适应学习;
D O I
暂无
中图分类号
TP301.6 [算法理论];
学科分类号
081202 ;
摘要
压缩近邻法是一种简单的非参数原型选择算法,其原型选取易受样本读取序列、异常样本等干扰.为克服上述问题,提出了一个基于局部均值与类全局信息的近邻原型选择方法.该方法既在原型选取过程中,充分利用了待学习样本在原型集中k个同异类近邻局部均值和类全局信息的知识,又设定原型集更新策略实现对原型集的动态更新.该方法不仅能较好克服读取序列、异常样本对原型选取的影响,降低了原型集规模,而且在保持高分类精度的同时,实现了对数据集的高压缩效应.图像识别及UCI(University of California Irvine)基准数据集实验结果表明,所提出算法集具有较比较算法更有效的分类性能.
引用
收藏
页码:1116 / 1125
页数:10
相关论文
共 11 条
[1]  
FRPS: A Fuzzy Rough Prototype Selection method[J] . Nele Verbiest,Chris Cornelis,Francisco Herrera. Pattern Recognition . 2013 (10)
[2]  
New rank methods for reducing the size of the training set using the nearest neighbor rule[J] . Pattern Recognition Letters . 2011 (5)
[3]  
An incremental learning vector quantization algorithm for pattern classification[J] . Ye Xu,Furao Shen,Jinxi Zhao. Neural Computing and Applications . 2012 (6)
[4]   A new fast prototype selection method based on clustering [J].
Arturo Olvera-Lopez, J. ;
Ariel Carrasco-Ochoa, J. ;
Francisco Martinez-Trinidad, J. .
PATTERN ANALYSIS AND APPLICATIONS, 2010, 13 (02) :131-141
[5]  
Nonparametric classification based on local mean and class statistics[J] . Yong Zeng,Yupu Yang,Liang Zhao. Expert Systems With Applications . 2008 (4)
[6]  
Top 10 algorithms in data mining[J] . Xindong Wu,Vipin Kumar,J. Ross Quinlan,Joydeep Ghosh,Qiang Yang,Hiroshi Motoda,Geoffrey J. McLachlan,Angus Ng,Bing Liu,Philip S. Yu,Zhi-Hua Zhou,Michael Steinbach,David J. Hand,Dan Steinberg. Knowledge and Information Systems . 2009 (1)
[7]  
A local mean-based nonparametric classifier[J] . Y. Mitani,Y. Hamamoto. Pattern Recognition Letters . 2005 (10)
[8]   Improved k-nearest neighbor classification [J].
Wu, YQ ;
Ianakiev, K ;
Govindaraju, V .
PATTERN RECOGNITION, 2002, 35 (10) :2311-2318
[9]   Advances in instance selection for instance-based learning algorithms [J].
Brighton, H ;
Mellish, C .
DATA MINING AND KNOWLEDGE DISCOVERY, 2002, 6 (02) :153-172
[10]  
UCI machine learning repository .2 Newman A D. http://www.ics.uci.edu/mlearn . 2013