文件名称:Pattern Recognition and Machine Learning
- 所属分类：
- 人工智能/神经网络/遗传算法
- 资源属性：
- [Matlab] [源码]
- 上传时间：
- 2017-11-14
- 文件大小：
- 103kb
- 下载次数：
- 0次
- 提 供 者：
- Alan*****
- 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
机器学习和图像识别，自有资源上传，不是原创(Machine learning and image recognition)
相关搜索： 机器学习
(系统自动生成,下载前可以参看下载内容)
下载文件列表
PRML-PRMLT-c4df199
PRML-PRMLT-c4df199\.gitignore
PRML-PRMLT-c4df199\README.md
PRML-PRMLT-c4df199\chapter01
PRML-PRMLT-c4df199\chapter01\condEntropy.m
PRML-PRMLT-c4df199\chapter01\entropy.m
PRML-PRMLT-c4df199\chapter01\jointEntropy.m
PRML-PRMLT-c4df199\chapter01\mutInfo.m
PRML-PRMLT-c4df199\chapter01\nmi.m
PRML-PRMLT-c4df199\chapter01\nvi.m
PRML-PRMLT-c4df199\chapter01\relatEntropy.m
PRML-PRMLT-c4df199\chapter02
PRML-PRMLT-c4df199\chapter02\logDirichlet.m
PRML-PRMLT-c4df199\chapter02\logGauss.m
PRML-PRMLT-c4df199\chapter02\logKde.m
PRML-PRMLT-c4df199\chapter02\logMn.m
PRML-PRMLT-c4df199\chapter02\logMvGamma.m
PRML-PRMLT-c4df199\chapter02\logSt.m
PRML-PRMLT-c4df199\chapter02\logVmf.m
PRML-PRMLT-c4df199\chapter02\logWishart.m
PRML-PRMLT-c4df199\chapter03
PRML-PRMLT-c4df199\chapter03\linReg.m
PRML-PRMLT-c4df199\chapter03\linRegFp.m
PRML-PRMLT-c4df199\chapter03\linRegPred.m
PRML-PRMLT-c4df199\chapter03\linRnd.m
PRML-PRMLT-c4df199\chapter04
PRML-PRMLT-c4df199\chapter04\binPlot.m
PRML-PRMLT-c4df199\chapter04\fda.m
PRML-PRMLT-c4df199\chapter04\logitBin.m
PRML-PRMLT-c4df199\chapter04\logitBinPred.m
PRML-PRMLT-c4df199\chapter04\logitMn.m
PRML-PRMLT-c4df199\chapter04\logitMnPred.m
PRML-PRMLT-c4df199\chapter04\sigmoid.m
PRML-PRMLT-c4df199\chapter04\softmax.m
PRML-PRMLT-c4df199\chapter05
PRML-PRMLT-c4df199\chapter05\mlp.m
PRML-PRMLT-c4df199\chapter05\mlpPred.m
PRML-PRMLT-c4df199\chapter06
PRML-PRMLT-c4df199\chapter06\kn2sd.m
PRML-PRMLT-c4df199\chapter06\knCenter.m
PRML-PRMLT-c4df199\chapter06\knGauss.m
PRML-PRMLT-c4df199\chapter06\knKmeans.m
PRML-PRMLT-c4df199\chapter06\knKmeansPred.m
PRML-PRMLT-c4df199\chapter06\knLin.m
PRML-PRMLT-c4df199\chapter06\knPca.m
PRML-PRMLT-c4df199\chapter06\knPcaPred.m
PRML-PRMLT-c4df199\chapter06\knPoly.m
PRML-PRMLT-c4df199\chapter06\knReg.m
PRML-PRMLT-c4df199\chapter06\knRegPred.m
PRML-PRMLT-c4df199\chapter06\sd2kn.m
PRML-PRMLT-c4df199\chapter07
PRML-PRMLT-c4df199\chapter07\rvmBinFp.m
PRML-PRMLT-c4df199\chapter07\rvmBinPred.m
PRML-PRMLT-c4df199\chapter07\rvmRegFp.m
PRML-PRMLT-c4df199\chapter07\rvmRegPred.m
PRML-PRMLT-c4df199\chapter07\rvmRegSeq.m
PRML-PRMLT-c4df199\chapter08
PRML-PRMLT-c4df199\chapter08\betheEnergy.m
PRML-PRMLT-c4df199\chapter08\gibbsEnergy.m
PRML-PRMLT-c4df199\chapter08\im2mrf.m
PRML-PRMLT-c4df199\chapter08\isingMeanField.m
PRML-PRMLT-c4df199\chapter08\mrfBelProp.m
PRML-PRMLT-c4df199\chapter08\mrfExpProp.m
PRML-PRMLT-c4df199\chapter08\mrfMeanField.m
PRML-PRMLT-c4df199\chapter08\nbBern.m
PRML-PRMLT-c4df199\chapter08\nbBernPred.m
PRML-PRMLT-c4df199\chapter08\nbGauss.m
PRML-PRMLT-c4df199\chapter08\nbGaussPred.m
PRML-PRMLT-c4df199\chapter09
PRML-PRMLT-c4df199\chapter09\kmeans.m
PRML-PRMLT-c4df199\chapter09\kmeansPred.m
PRML-PRMLT-c4df199\chapter09\kmeansRnd.m
PRML-PRMLT-c4df199\chapter09\kmedoids.m
PRML-PRMLT-c4df199\chapter09\kseeds.m
PRML-PRMLT-c4df199\chapter09\linRegEm.m
PRML-PRMLT-c4df199\chapter09\mixBernEm.m
PRML-PRMLT-c4df199\chapter09\mixBernRnd.m
PRML-PRMLT-c4df199\chapter09\mixGaussEm.m
PRML-PRMLT-c4df199\chapter09\mixGaussPred.m
PRML-PRMLT-c4df199\chapter09\mixGaussRnd.m
PRML-PRMLT-c4df199\chapter09\rvmBinEm.m
PRML-PRMLT-c4df199\chapter09\rvmRegEm.m
PRML-PRMLT-c4df199\chapter10
PRML-PRMLT-c4df199\chapter10\linRegVb.m
PRML-PRMLT-c4df199\chapter10\mixGaussEvidence.m
PRML-PRMLT-c4df199\chapter10\mixGaussVb.m
PRML-PRMLT-c4df199\chapter10\mixGaussVbPred.m
PRML-PRMLT-c4df199\chapter10\rvmRegVb.m
PRML-PRMLT-c4df199\chapter11
PRML-PRMLT-c4df199\chapter11\Gauss.m
PRML-PRMLT-c4df199\chapter11\GaussWishart.m
PRML-PRMLT-c4df199\chapter11\dirichletRnd.m
PRML-PRMLT-c4df199\chapter11\discreteRnd.m
PRML-PRMLT-c4df199\chapter11\gaussRnd.m
PRML-PRMLT-c4df199\chapter11\mixDpGb.m
PRML-PRMLT-c4df199\chapter11\mixDpGbOl.m
PRML-PRMLT-c4df199\chapter11\mixGaussGb.m
PRML-PRMLT-c4df199\chapter11\mixGaussSample.m
PRML-PRMLT-c4df199\chapter12
PRML-PRMLT-c4df199\chapter12\fa.m
PRML-PRMLT-c4df199\.gitignore
PRML-PRMLT-c4df199\README.md
PRML-PRMLT-c4df199\chapter01
PRML-PRMLT-c4df199\chapter01\condEntropy.m
PRML-PRMLT-c4df199\chapter01\entropy.m
PRML-PRMLT-c4df199\chapter01\jointEntropy.m
PRML-PRMLT-c4df199\chapter01\mutInfo.m
PRML-PRMLT-c4df199\chapter01\nmi.m
PRML-PRMLT-c4df199\chapter01\nvi.m
PRML-PRMLT-c4df199\chapter01\relatEntropy.m
PRML-PRMLT-c4df199\chapter02
PRML-PRMLT-c4df199\chapter02\logDirichlet.m
PRML-PRMLT-c4df199\chapter02\logGauss.m
PRML-PRMLT-c4df199\chapter02\logKde.m
PRML-PRMLT-c4df199\chapter02\logMn.m
PRML-PRMLT-c4df199\chapter02\logMvGamma.m
PRML-PRMLT-c4df199\chapter02\logSt.m
PRML-PRMLT-c4df199\chapter02\logVmf.m
PRML-PRMLT-c4df199\chapter02\logWishart.m
PRML-PRMLT-c4df199\chapter03
PRML-PRMLT-c4df199\chapter03\linReg.m
PRML-PRMLT-c4df199\chapter03\linRegFp.m
PRML-PRMLT-c4df199\chapter03\linRegPred.m
PRML-PRMLT-c4df199\chapter03\linRnd.m
PRML-PRMLT-c4df199\chapter04
PRML-PRMLT-c4df199\chapter04\binPlot.m
PRML-PRMLT-c4df199\chapter04\fda.m
PRML-PRMLT-c4df199\chapter04\logitBin.m
PRML-PRMLT-c4df199\chapter04\logitBinPred.m
PRML-PRMLT-c4df199\chapter04\logitMn.m
PRML-PRMLT-c4df199\chapter04\logitMnPred.m
PRML-PRMLT-c4df199\chapter04\sigmoid.m
PRML-PRMLT-c4df199\chapter04\softmax.m
PRML-PRMLT-c4df199\chapter05
PRML-PRMLT-c4df199\chapter05\mlp.m
PRML-PRMLT-c4df199\chapter05\mlpPred.m
PRML-PRMLT-c4df199\chapter06
PRML-PRMLT-c4df199\chapter06\kn2sd.m
PRML-PRMLT-c4df199\chapter06\knCenter.m
PRML-PRMLT-c4df199\chapter06\knGauss.m
PRML-PRMLT-c4df199\chapter06\knKmeans.m
PRML-PRMLT-c4df199\chapter06\knKmeansPred.m
PRML-PRMLT-c4df199\chapter06\knLin.m
PRML-PRMLT-c4df199\chapter06\knPca.m
PRML-PRMLT-c4df199\chapter06\knPcaPred.m
PRML-PRMLT-c4df199\chapter06\knPoly.m
PRML-PRMLT-c4df199\chapter06\knReg.m
PRML-PRMLT-c4df199\chapter06\knRegPred.m
PRML-PRMLT-c4df199\chapter06\sd2kn.m
PRML-PRMLT-c4df199\chapter07
PRML-PRMLT-c4df199\chapter07\rvmBinFp.m
PRML-PRMLT-c4df199\chapter07\rvmBinPred.m
PRML-PRMLT-c4df199\chapter07\rvmRegFp.m
PRML-PRMLT-c4df199\chapter07\rvmRegPred.m
PRML-PRMLT-c4df199\chapter07\rvmRegSeq.m
PRML-PRMLT-c4df199\chapter08
PRML-PRMLT-c4df199\chapter08\betheEnergy.m
PRML-PRMLT-c4df199\chapter08\gibbsEnergy.m
PRML-PRMLT-c4df199\chapter08\im2mrf.m
PRML-PRMLT-c4df199\chapter08\isingMeanField.m
PRML-PRMLT-c4df199\chapter08\mrfBelProp.m
PRML-PRMLT-c4df199\chapter08\mrfExpProp.m
PRML-PRMLT-c4df199\chapter08\mrfMeanField.m
PRML-PRMLT-c4df199\chapter08\nbBern.m
PRML-PRMLT-c4df199\chapter08\nbBernPred.m
PRML-PRMLT-c4df199\chapter08\nbGauss.m
PRML-PRMLT-c4df199\chapter08\nbGaussPred.m
PRML-PRMLT-c4df199\chapter09
PRML-PRMLT-c4df199\chapter09\kmeans.m
PRML-PRMLT-c4df199\chapter09\kmeansPred.m
PRML-PRMLT-c4df199\chapter09\kmeansRnd.m
PRML-PRMLT-c4df199\chapter09\kmedoids.m
PRML-PRMLT-c4df199\chapter09\kseeds.m
PRML-PRMLT-c4df199\chapter09\linRegEm.m
PRML-PRMLT-c4df199\chapter09\mixBernEm.m
PRML-PRMLT-c4df199\chapter09\mixBernRnd.m
PRML-PRMLT-c4df199\chapter09\mixGaussEm.m
PRML-PRMLT-c4df199\chapter09\mixGaussPred.m
PRML-PRMLT-c4df199\chapter09\mixGaussRnd.m
PRML-PRMLT-c4df199\chapter09\rvmBinEm.m
PRML-PRMLT-c4df199\chapter09\rvmRegEm.m
PRML-PRMLT-c4df199\chapter10
PRML-PRMLT-c4df199\chapter10\linRegVb.m
PRML-PRMLT-c4df199\chapter10\mixGaussEvidence.m
PRML-PRMLT-c4df199\chapter10\mixGaussVb.m
PRML-PRMLT-c4df199\chapter10\mixGaussVbPred.m
PRML-PRMLT-c4df199\chapter10\rvmRegVb.m
PRML-PRMLT-c4df199\chapter11
PRML-PRMLT-c4df199\chapter11\Gauss.m
PRML-PRMLT-c4df199\chapter11\GaussWishart.m
PRML-PRMLT-c4df199\chapter11\dirichletRnd.m
PRML-PRMLT-c4df199\chapter11\discreteRnd.m
PRML-PRMLT-c4df199\chapter11\gaussRnd.m
PRML-PRMLT-c4df199\chapter11\mixDpGb.m
PRML-PRMLT-c4df199\chapter11\mixDpGbOl.m
PRML-PRMLT-c4df199\chapter11\mixGaussGb.m
PRML-PRMLT-c4df199\chapter11\mixGaussSample.m
PRML-PRMLT-c4df199\chapter12
PRML-PRMLT-c4df199\chapter12\fa.m