Hi Nils — for Problem #2, what is the prior probability P(theta=F)? Also , do we assume that theta is picked independently for each roll, or do we have transition probabilities?
For HW3 Problem 2, assume the same transition probabilities as the Occasionally Dishonest Casino problem: i.e. p(F|F)=0.95, p(L|L)=0.9, and also the same priors we used in class p(F)=2/3; p(L)=1/3.
Hi Nils — for Problem #2, what is the prior probability P(theta=F)? Also , do we assume that theta is picked independently for each roll, or do we have transition probabilities?
For HW3 Problem 2, assume the same transition probabilities as the Occasionally Dishonest Casino problem: i.e. p(F|F)=0.95, p(L|L)=0.9, and also the same priors we used in class p(F)=2/3; p(L)=1/3.