If I know for a fact that event A happens 21 times before event B happens, and B then happens 7 times before event A and the cycle repeats,
Can I say that the probability of the B happening after event A is 7/28 and event A happening after event A is 21/28 just for the purpose of expressing the problem as a Hidden Markov Model problem?
I want to apply Hidden Markov Model to my problem but in the textbooks, they just assume we are dealing with probabilities, but in my real-world problem, it's not a probability, this cycle is a certainty. Can I still use HMM for my real-world use case?