a) p(x |y, z ) ∝ f (x, z ), i.e. p(x|y, z ) is a function of x and z ;
b) p(y |x, z ) ∝ g(y, z ), i.e. p(y|x, z ) is a function of y and z ;
c) X and Y are conditionally independent given Z .
I DON'T REALLY EVEN KNOW HOW TO START THIS PROBLEM. PLEASE HELP!
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