文件名称:nmfpack
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非负矩阵,可用于对高维矩阵的分解,且分解出来的矩阵有非负的特性。-Non-negative matrix, can be used for high-dimensional matrix decomposition, and the decomposition of the matrix has a non-negative characteristic.
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下载文件列表
nmfpack\code\cbcldata.m
.......\....\lnmf.m
.......\....\main.m
.......\....\natdata.m
.......\....\nmfdiv.m
.......\....\nmfmse.m
.......\....\nmfsc.m
.......\....\orldata.m
.......\....\pgma_read.m
.......\....\projfunc.m
.......\....\projtest.m
.......\....\sampleimages.m
.......\....\snmf.m
.......\....\visual.m
.......\data\IMAGES.mat
.......\....\orl-faces\README
.......\....\.........\s1\1.pgm
.......\....\.........\..\10.pgm
.......\....\.........\..\2.pgm
.......\....\.........\..\3.pgm
.......\....\.........\..\4.pgm
.......\....\.........\..\5.pgm
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.......\....\.........\..\7.pgm
.......\....\.........\..\8.pgm
.......\....\.........\..\9.pgm
.......\....\.........\..0\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
.......\....\.........\...\5.pgm
.......\....\.........\...\6.pgm
.......\....\.........\...\7.pgm
.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\...\target.jpg
.......\....\.........\..1\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
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.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\..2\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
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.......\....\.........\...\9.pgm
.......\....\.........\..3\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
.......\....\.........\...\5.pgm
.......\....\.........\...\6.pgm
.......\....\.........\...\7.pgm
.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\..4\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
.......\....\.........\...\5.pgm
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.......\....\.........\...\7.pgm
.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\..5\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
.......\....\.........\...\5.pgm
.......\....\.........\...\6.pgm
.......\....\.........\...\7.pgm
.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\..6\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm
.......\....\.........\...\3.pgm
.......\....\.........\...\4.pgm
.......\....\.........\...\5.pgm
.......\....\.........\...\6.pgm
.......\....\.........\...\7.pgm
.......\....\.........\...\8.pgm
.......\....\.........\...\9.pgm
.......\....\.........\..7\1.pgm
.......\....\.........\...\10.pgm
.......\....\.........\...\2.pgm