- #1
iheadset
- 3
- 0
Dear Sir,
Assuming that my lottery machine can generate 10 numbers (0..9), in which 0 and 9 are supposed to be starting and ending states of my Markov chain. I apply Markov chain to model each number appearance because I would want to modify the random generation process into, say, my own process, such that each currently output number will show up in dependence of the previously generated number.
Now I would like to run my generator 1000 times and given the probability for any number to reach the end state is x, how can I calculate the sum of probabilities of all integral sequences then ?
Thank you Sir.
Assuming that my lottery machine can generate 10 numbers (0..9), in which 0 and 9 are supposed to be starting and ending states of my Markov chain. I apply Markov chain to model each number appearance because I would want to modify the random generation process into, say, my own process, such that each currently output number will show up in dependence of the previously generated number.
Now I would like to run my generator 1000 times and given the probability for any number to reach the end state is x, how can I calculate the sum of probabilities of all integral sequences then ?
Thank you Sir.