tfidfWieInMatlab <- function(DocumentsVsTerms){
# Distances = tfitfidfWieInMatlabdf(DocumentsTermsData)
# calcluates the term frequency-inverse document frequency (tfidf)
# tfidf is normalized such that unimportant differences are < 1
#
# INPUT
# DocumentsVsTerms(1:n,1:d) binary matrix of n couments vs d terms
#
# OUTPUT
# TermFreqInvDocFreq(1:n,1:d) contains the tfidf for all documents and terms
# TermFrequency(1:d) = AnzTerms/MaxAnzTerms
# InverseDocumentFrequency(1:n) = slog(1/DocumentFrequency)
# DocumentFrequency/1:n) = AnzDocuments/MaxAnzDocuments
# CL nach ALUs Matlab-Implementierung, 3.3.17
#require(matrixStats)
# Checke Input:
if(!is.numeric(DocumentsVsTerms)){stop('tfidfWieInMatlab: Input Matrix has to be numeric. Function stops.')}
# Input erstmal binaer machen:
DocumentsVsTerms <- (DocumentsVsTerms>0)*1
# Term frequency:
AnzTerms <- colSums(DocumentsVsTerms)
MaxAnzTerms <- max(AnzTerms)
TermFrequency <- AnzTerms/MaxAnzTerms
# Document frequency and its inverse:
AnzDocuments <- rowSums(DocumentsVsTerms)
MaxAnzDocuments <- max(AnzDocuments)
DocumentFrequency <- AnzDocuments/MaxAnzDocuments
InverseDocumentFrequency <- slog(1/DocumentFrequency)
# tfidf:
TermFreqInvDocFreq <- InverseDocumentFrequency%*%t(TermFrequency)
# normalisieren so, dass innere Distanzen < 1 werden:
Normalization <- quantile(TermFreqInvDocFreq, probs = 0.8) # das 80 Percentil als Normalisierungsfaktor
TermFreqInvDocFreq = TermFreqInvDocFreq/Normalization
return(list(TermFreqInvDocFreq= TermFreqInvDocFreq, TermFrequency = TermFrequency, InverseDocumentFrequency = InverseDocumentFrequency, DocumentFrequency = DocumentFrequency))
}# end function tfidfWieInMatlab
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