CHAPTER A - Stanford University
probability 0.7 of starting in state 2 (cold), probability 0.1 of starting in state 1 (hot), etc. More formally, consider a sequence of state variables q 1;q 2;:::;q i. A Markov Markov model embodies the Markov assumption on the probabilities of this sequence: that assumption when predicting the future, the past doesn’t matter, only the present.
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