Description: S-isomap is a manifold learning algorithm, which is a supervised variant of isomap. Reference: X. Geng, D.-C. Zhan, and Z.-H. Zhou. Supervised nonlinear dimensionality reduction for visualization and classification. IEEE Transactions on Systems, Man, and Cybernetics - Part B: Cybernetics, 2005, vol.35, no.6, pp.1098-1107.
标签: Description supervised algorithm S-isomap
上传时间: 2015-04-10
上传用户:wfeel
isomap算法,包括dfun.m dijk.m isomap.m l2_distance.m等等等等,一种流形学习算法(很好用,本人编译运行并仿真实现过)
上传时间: 2013-12-10
上传用户:zhaiyanzhong
关于graphics的isomap的论文
上传时间: 2013-12-14
上传用户:zhliu007
实现核isomap算法,解决测试点问题和ROBUST问题
上传时间: 2015-09-19
上传用户:klin3139
We propose a novel approach for head tracking, which combines particle filters with isomap. The particle filter works on the low-dimensional embedding of training images. It indexes into the isomap with its state variables to find the closest template for each particle. The most weighted particle approximates the location of head. We develop a synthetic video sequence to test our technique. The results we get show that the tracker tracks the head which changes position, poses and lighting conditions.
标签: approach combines particle tracking
上传时间: 2016-01-02
上传用户:yy541071797
Instructions for isomap code.
标签: Instructions isomap code for
上传时间: 2016-02-08
上传用户:wyc199288
isomap等规度映射,特征提取,机器学习
上传时间: 2016-10-08
上传用户:问题问题
包含了大多数流形学习方法的代码,有PCA,isomap,LLE,HLLE
上传时间: 2014-01-22
上传用户:wweqas
S-isomap is a manifold learning algorithm, which is a supervised variant of isomap.
标签: supervised algorithm S-isomap manifold
上传时间: 2014-01-11
上传用户:lacsx
mani: MANIfold learning demonstration GUI by Todd Wittman, Department of Mathematics, University of Minnesota E-mail wittman@math.umn.edu with comments & questions. MANI Website: httP://www.math.umn.edu/~wittman/mani/index.html Last Modified by GUIDE v2.5 10-Apr-2005 13:28:36 Methods obtained from various authors. (1) MDS -- Michael Lee (2) isomap -- J. Tenenbaum, de Silva, & Langford (3) LLE -- Sam Roweis & Lawrence Saul (4) Hessian LLE -- D. Donoho & C. Grimes (5) Laplacian -- M. Belkin & P. Niyogi (6) Diffusion Map -- R. Coifman & S. Lafon (7) LTSA -- Zhenyue Zhang & Hongyuan Zha
标签: demonstration Mathematics Department University
上传时间: 2016-10-29
上传用户:youmo81