文件名称:hlda-c
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This code implements hierarchical LDA with a fixed depth tree and a
stick breaking prior on the depth weights. An infinite-depth tree can
be approximated by setting the depth to be very high. This code
requires that you have installed the GSL package.-This code implements hierarchical LDA with a fixed depth tree and a
stick breaking prior on the depth weights. An infinite-depth tree can
be approximated by setting the depth to be very high. This code
requires that you have installed the GSL package.
stick breaking prior on the depth weights. An infinite-depth tree can
be approximated by setting the depth to be very high. This code
requires that you have installed the GSL package.-This code implements hierarchical LDA with a fixed depth tree and a
stick breaking prior on the depth weights. An infinite-depth tree can
be approximated by setting the depth to be very high. This code
requires that you have installed the GSL package.
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下载文件列表
hlda-c\.#gibbs.h.1.2
......\.#main.c.1.44
......\.#main.c.1.46
......\.DS_Store
......\.gdb_history
......\.Rhistory
......\._.DS_Store
......\alpha
......\doc.c
......\doc.h
......\funs.R
......\gibbs.c
......\gibbs.h
......\hyperparameter.c
......\hyperparameter.h
......\initial.txt
......\main
......\main.c
......\Makefile
......\Makefile.bak
......\ncrp-gibbs.c
......\README
......\settings-d4.txt
......\settings-d5.txt
......\settings.txt
......\TAGS
......\topic.c
......\topic.h
......\tree.py
......\typedefs.h
......\utils.c
......\utils.h
hlda-c
......\.#main.c.1.44
......\.#main.c.1.46
......\.DS_Store
......\.gdb_history
......\.Rhistory
......\._.DS_Store
......\alpha
......\doc.c
......\doc.h
......\funs.R
......\gibbs.c
......\gibbs.h
......\hyperparameter.c
......\hyperparameter.h
......\initial.txt
......\main
......\main.c
......\Makefile
......\Makefile.bak
......\ncrp-gibbs.c
......\README
......\settings-d4.txt
......\settings-d5.txt
......\settings.txt
......\TAGS
......\topic.c
......\topic.h
......\tree.py
......\typedefs.h
......\utils.c
......\utils.h
hlda-c