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一种改进的局部线性嵌套方法
引用本文:陆建新,李宏宇,沈一帆,陈文斌.一种改进的局部线性嵌套方法[J].计算机应用与软件,2008,25(10).
作者姓名:陆建新  李宏宇  沈一帆  陈文斌
作者单位:1. 复旦大学计算机科学与工程系,上海,200433
2. 复旦大学数学科学学院,上海,200433
摘    要:局部线性嵌套LLE(locally linear embedding)是一种经典的流形学习方法.对于从单个流形上采样得到的数据集,它能够有效地学习其内在低维结构,然而当数据集是从多个流形上采样得到时,U正的效果并不理想.提出了一种基于距离度量学习的改进方法:Metric LLE,它利用部分数据点的相似信息来学习距离度量.实验结果表明Metric LLE在应用中有很好的性能:分类能力比LLE好;在可视化方面,效果比Supervised LLE好.

关 键 词:流形学习  距离度量局部线性嵌套  多流形

AN IMPROVED ALGORITHM ON LOCALLY LINEAR EMBEDDING
Lu Jianxin,Li Hongyu,Shen Yifan,Chen Wenbin.AN IMPROVED ALGORITHM ON LOCALLY LINEAR EMBEDDING[J].Computer Applications and Software,2008,25(10).
Authors:Lu Jianxin  Li Hongyu  Shen Yifan  Chen Wenbin
Affiliation:Lu Jianxin1 Li Hongyu1 Shen Yifan1 Chen Wenbin21(Department of Computer Science , Engineering,Fudan University,Shanghai 200433,China)2(School of Mathematical Science,China)
Abstract:Locally linear embedding(LLE) is a classical manifold learning method.It is efficient in learning internal low-dimensional structure for data set sampled from a single global manifold.But when data sets are laid on(or near) multiple manifolds,it often performs poor.In this paper,a semi-supervised variant of LLE called Metric LLE is proposed based on distance metric learning,which learns distance metric by similar information from partial data points.It is shown by the experiment that in application the Metr...
Keywords:Manifold learning Distance metric Locally linear embedding Multiple manifolds  
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