📄 pdfchain.m
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function[fy]=pdfchain(x,fx,g,yi)%PDFCHAIN The "chain rule" for probabilty density functions.%% FY=PDFCHAIN(X,FX,G,Y), where FX is a probability density function% defined over values X, and G is some function of X, returns the% probility density function of random variable G(X) over values Y.% % __________________________________________________________________% This is part of JLAB --- type 'help jlab' for more information% (C) 2001, 2004 J.M. Lilly --- type 'help jlab_license' for details warning offvcolon(g,x,fx);index=find(~isnan(x)&~isnan(fx)&~isnan(g));x=x(index);fx=fx(index);g=g(index);[g,index]=sort(g);vindex(x,fx,index,1);gprime=vdiff(g);%gprime=gprime*ones(size(fx(1,:)));%x=x*ones(size(fx(1,:)));%g=g*ones(size(fx(1,:)));fyx=fx./abs(gprime);fyx(1)=0;fyx(end)=0;index=find(~isfinite(fyx)|fyx==0);index=index(2:end-1);if ~isempty(index) fyx(index)=fyx(index-1)./2+fyx(index+1)./2;end%figure,plot(fyx)fy=jinterp(g,fyx,yi);dy=yi(2)-yi(1);fy=fy./(ones(size(fy(:,1)))*vsum(fy*dy,1));warning on
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