6. Consider the following hidden Markov model which consists of three observations (x1, x2, x3) and three hidden states
Posted: Sun Oct 03, 2021 3:33 pm
9. Given the following HMM model, where symbols X, Y and Z represent the possible observations in the states. In a circle representing a state, the symbols are equally possible observations in that state. How much is P(01 = X,O2 = X, 03 = Z S1S3S3)? 1/3 S2 1/3 XY ZY 2/3 213 ZX 1/3 1/3 1/3 (There are 3 nodes XY, ZY, ZX with the following configuration: XY is in state 51 and has a directed edge from XY to ZY with weight 1/3; there is another directed edge from XY to ZX with weight 2/3; ZY is in state 52 and has a directed edge from ZY to ZX with weight 2/3; there is a directed edge from ZY to XY with weight ZX is state and there is a self loop at ZX with weight 1/3; there is a directed edge from ZX to ZY with weight 1/3; there is a directed edge from ZX to XY with weight 1/3.) 2/3 1/8 14 12
10. Given the following HMM model, where symbols X, Y and Z represent the possible observations in the states. In a circle representing a state, the symbols are equally possible observations in that state. 1/3 S S2 ZY 1/3 XY 2/3 2/3 1/3 ZX 1/3 1/3 (There are 3 nodes XY, ZY, ZX with the following configuration: XY is in state 51 and has a directed edge from XY to ZY with weight 1/3; there is another directed edge from XY to ZX with weight 2/3; ZY is in state S2 and has a directed edge from ZY to ZX with weight 2/3; there is a directed edge from ZY to XY with weight 1/3; ZX is in state 53 and there is a self loop at ZX with weight 1/3; there is a directed edge from ZX to ZY with weight 1/3; there is a directed edge from ZX to XY with weight 1/3.) Suppose that the first state is Si, and we have a path of length 100, how many different possible state paths are there in total? 399 499 ОООО 3100 4100