norm.vec <- function(v, min, max) { vr <- range(v) if (vr[1]==vr[2]) { fac <- 1 } else { fac <- (max-min)/(vr[2]-vr[1]) } (v-vr[1]) * fac + min } #x a table with freq and rank, rownames are words prototypical <- function(x, mfreq = NULL, mrank = NULL, cexrange=c(0.8, 3), cexalpha = c(0.5, 1), labfreq = TRUE, labrank = TRUE, cloud = TRUE) { library(wordcloud) if (is.null(mfreq)) { mfreq <- sum(x[,1]) / nrow(x) } if (is.null(mrank)) { mrank <- sum(x[,1] * x[,2]) / sum(x[,1]) } print(mfreq) print(mrank) x <- x[order(x[,1], decreasing = TRUE),] x[,2] <- round(x[,2],1) ZN <- which(x[,1] >= mfreq & x[,2] <= mrank) FP <- which(x[,1] >= mfreq & x[,2] > mrank) SP <- which(x[,1] < mfreq & x[,2] > mrank) CE <- which(x[,1] < mfreq & x[,2] <= mrank) mfreq <- round(mfreq, 2) mrank <- round(mrank, 2) toplot <- list(ZN, FP, SP, CE) labcex <- norm.vec(x[,1], cexrange[1], cexrange[2]) labalpha <- norm.vec(x[,2], cexalpha[2], cexalpha[1]) labalpha <- rgb(0.1,0.2,0.1, labalpha) par(oma=c(1,3,3,1)) layout(matrix(c(1,4,2,3), nrow=2)) ti <- c("Zone du noyau", "Première périphérie", "Seconde périphérie", "Elements contrastés") for (i in 1:length(toplot)) { rtoplot <- toplot[[i]] if (length(rtoplot)) { par(mar=c(0,0,2,0)) if (cloud) { labels <- paste(rownames(x)[rtoplot], x[rtoplot,1], x[rtoplot,2], sep='-') wordcloud(labels, x[rtoplot,1], scale = c(max(labcex[rtoplot]), min(labcex[rtoplot])), color = labalpha[rtoplot], random.order=FALSE, rot.per = 0) box() } else { yval <- 1.1 plot(0,0,pch='', axes = FALSE) k<- 0 for (val in rtoplot) { yval <- yval-(strheight(rownames(x)[val],cex=labcex[val])+0.02) text(-0.9, yval, paste(rownames(x)[val], x[val,1], x[val,2], sep = '-'), cex = labcex[val], col = labalpha[val], adj=0) } box() } title(ti[i]) } } mtext(paste('<', mfreq, ' Fréquences ', '>=', mfreq, sep = ' '), side=2, line=1, cex=1, col="red", outer=TRUE) mtext(paste('<=', mrank, ' Rangs ', '>', mrank, sep = ' '), side=3, line=1, cex=1, col="red", outer=TRUE) } intervalle.freq <- function(x, SX=NULL) { errorn <- (x/SX) + (1.96 * sqrt(((x/SX) * (1-(x/SX))/SX))) print(errorn) }