Very helpful thanks! How would this be applied to a markov chain with more states? Say you're looking for the first passage time from state 1 to state 5?
Simply condition on the state you end up in after the first jump. You will have a set of linear equations as in the video but with more variables of course. Hope this helps. Cheers
Congrats to all who made it here!
Very helpful thanks! How would this be applied to a markov chain with more states? Say you're looking for the first passage time from state 1 to state 5?
Simply condition on the state you end up in after the first jump. You will have a set of linear equations as in the video but with more variables of course. Hope this helps. Cheers
@@YoussefMedhatAboutalebpip
Can you explain how you got t2=1/1-.4 I having trouble understanding the algebra you used.
He rearranged, factored t2, and then divided both sides by 1-0.4
t2= 1 + (0.4)t2
t2 - (0.4)t2 =1
t2(1-0.4) =1
t2 = 1/(1-0.4)
omg thank you so much
t2 derken bi geçirecen tokadı şuna artist ney çiçu çiçu
Yazık
very clear! thanks!