文件名称:K-manifolds
- 所属分类:
- 图形图像处理(光照,映射..)
- 资源属性:
- [Matlab] [源码]
- 上传时间:
- 2016-03-11
- 文件大小:
- 789kb
- 下载次数:
- 0次
- 提 供 者:
- 胡*
- 相关连接:
- 无
- 下载说明:
- 别用迅雷下载,失败请重下,重下不扣分!
介绍说明--下载内容均来自于网络,请自行研究使用
基于流行分类原理,对图形和图像进行分类处理,采用K-manifold算法-Based on the principle of manifold classification, graphics and image classification using K-manifold algorithm
(系统自动生成,下载前可以参看下载内容)
下载文件列表
K-manifolds模型\2d.mat
...............\conffig.m
...............\confmat.m
...............\conjgrad.m
...............\consist.m
...............\Contents.m
...............\datread.m
...............\datwrite.m
...............\dem2ddat.m
...............\demard.m
...............\demev1.m
...............\demev2.m
...............\demev3.m
...............\demgauss.m
...............\demglm1.m
...............\demglm2.m
...............\demgmm1.m
...............\demgmm2.m
...............\demgmm3.m
...............\demgmm4.m
...............\demgmm5.m
...............\demgp.m
...............\demgpard.m
...............\demgpot.m
...............\demgtm1.m
...............\demgtm2.m
...............\demhint.m
...............\demhmc1.m
...............\demhmc2.m
...............\demhmc3.m
...............\demkmn1.m
...............\demknn1.m
...............\demmdn1.m
...............\demmet1.m
...............\demmlp1.m
...............\demmlp2.m
...............\demnlab.m
...............\demns1.m
...............\demolgd1.m
...............\demopt1.m
...............\dempot.m
...............\demprgp.m
...............\demprior.m
...............\demrbf1.m
...............\demsom1.m
...............\demtrain.m
...............\dfun.m
...............\dijk.m
...............\dijkstra.cpp
...............\dijkstra.dll
...............\dijkstra.m
...............\dist2.m
...............\eigdec.m
...............\errbayes.m
...............\evidence.m
...............\fevbayes.m
...............\fibheap.h
...............\gauss.m
...............\gbayes.m
...............\glm.m
...............\glmderiv.m
...............\glmerr.m
...............\glmevfwd.m
...............\glmfwd.m
...............\glmgrad.m
...............\glmhess.m
...............\glminit.m
...............\glmpak.m
...............\glmtrain.m
...............\glmunpak.m
...............\gmm.m
...............\gmmactiv.m
...............\gmmem.m
...............\gmminit.m
...............\gmmpak.m
...............\gmmpost.m
...............\gmmprob.m
...............\gmmsamp.m
...............\gmmunpak.m
...............\gp.m
...............\gpcovar.m
...............\gpcovarf.m
...............\gpcovarp.m
...............\gperr.m
...............\gpfwd.m
...............\gpgrad.m
...............\gpinit.m
...............\gppak.m
...............\gpunpak.m
...............\gradchek.m
...............\graddesc.m
...............\gsamp.m
...............\gtm.m
...............\gtmem.m
...............\gtmfwd.m
...............\gtminit.m
...............\gtmlmean.m
...............\gtmlmode.m
...............\gtmmag.m
...............\gtmpost.m