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2006 Mar 31
1
mutual information for two time series
...for (j in 1:100){ for (k in 1:100) { #finding joint probability p<-kdmat[j,k] jointplogp[j,k]<-p*log(p) } } jointplogp[is.nan(jointplogp)]<-0 #sum of joint probabilities hjoint<-sum(jointplogp)*-1 mut[i]<-hlh+hrh-hjoint #classic defn of mutual information maint<-paste("MI by Kernel Density is ",as.character(mut[i])) rhlab<-paste("rh lag ",as.character(i)) xlabl<-"lh" contour(kd$x1,kd$x2,kd$fhat,xlab=xlabl,ylab=rhlab...