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基于点密集度的非线性流形学习算法
引用本文:黄淑萍.基于点密集度的非线性流形学习算法[J].微电子学与计算机,2012,29(6):10-13.
作者姓名:黄淑萍
作者单位:南开大学经济学院,天津,300071
摘    要:提出一种样本点密集度的非线性流形学习算法.该算法提出了一个有效的数据点密集参数,能够很好地对非均匀数据的低维嵌入进行约束,其嵌效结果明显优于LLE算法.在人工和人脸数据集上的实验结果表明,新算法产生了较好的嵌入及分类结果.

关 键 词:流形学习  组合投资  局部线性嵌入  密集度

Non-linear Manifold Learning Algorithm Based on Intensity of Points
HUANG Shu-ping.Non-linear Manifold Learning Algorithm Based on Intensity of Points[J].Microelectronics & Computer,2012,29(6):10-13.
Authors:HUANG Shu-ping
Affiliation:HUANG Shu-ping (School of Economics.Nankai University.Tianjin 300071,China)
Abstract:This paper presents a non-linear manifold learning algorithm based on intensity of sample points.It proposes an effective intensity parameter of sample points,which constraints the low-dimensional embedding of uneven data well.There is a better embedding result than LLE.The experimental results on the artificial and face datasets show that the new algorithm yields a better embedding and classification result.
Keywords:manifold learning  portfolio investment  Local Linear Embedding (LLE)  intensity
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