That's pretty cool. The markov chain diagrams seem very similar (identical?) to deterministic finite automota. Would it be correct or incorrect to say that a Markov Chain can be thought of as a DFA where the changes in state are determined by probability?
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That's pretty cool. The markov chain diagrams seem very similar (identical?) to deterministic finite automota. Would it be correct or incorrect to say that a Markov Chain can be thought of as a DFA where the changes in state are determined by probability?
Yes, that's exactly what it is. There's nothing more to it.