Markov processes. How to calculate the probability that the system will be in state 1 at step 7, if it started in state 2 and from the third step?

S

S

Soobit2016-03-10 23:30:17

Mathematics

Soobit, 2016-03-10 23:30:17

Markov processes. How to calculate the probability that the system will be in state 1 at step 7, if it started in state 2 and from the third step?

The system starts from step 3 in state 2 and with some probabilities changes states (1-4) up to step 7. Ends in state 1. When calculating the probability, how to take into account the fact that the system started from step 3?
P - transition matrix, Q - transition vector to state 1.
(P^4) * Q - probability of being in state 1 by 5 "day" (according to Kolmogorov's equation)
What to do next?

Reply

Answer the question

Answer the question

In order to leave comments, you need to log in

0 answer(s)

Similar questions

V

Vasily Melnikov2019-01-05 14:43:03

How to take out a factor from under the root for a set of complex numbers? 1Reply

Z

Zangar2016-09-12 13:13:19

There was one interactive resource on SQL. Don't you remember? 3Reply

M

Mark Adams2016-08-05 22:55:33

What is a projection onto a set of nodes in a graph? 1Reply

R

Rocksos30002019-01-12 15:47:14

How to build coded numbers addition and subtraction circuit in Logisim? 0Reply

S

s4q2022-03-07 21:02:26

How to convert latitude and longitude to x and y with a certain limit on x and y resolution? 2Reply

Didn't find what you were looking for?

Ask your question

Ask a Question

731 491 924 answers to any question