how can a probability distribution p not factorize over a graph h when p satisfies the all the global independencies implied by h can a probability distribution not factorize over a graph? explain the example. how can a probability distribution p not factorize over a graph h and h why do you say the joint distribution of the graph $H is not factorized? how does the probability distribution function for the graph h differ from the distribution for each other? when a probability distribution is factorized over a graph h, how can a probability distribution be factorized over a graph h? do you factorize a random variable how many variables are in a graph for a joint distribution how do you calculate p over a p distribution? when does a probability distribution factorize how can a probability distribution over a graph not factorize over a graph? how can a probability distribution not factorize over a graph how can a probability distribution not factorize over a graph h when how can a probability distribution not factorize over a graph h how can a probability distribution not factorize over a graph h when does a probability distribution not factorize how does a graph h factorize which statement is correct about the joint distribution of $x_1? x_2,x_3,x_4? how can a probability distribution not factorize over a graph h?