What would be the smallest periodic Markov chain?
We're studying periodic Markov chains in my probability course. I'm just trying to picture the smallest possible one but I can't seem to come up with it.
2026-04-01 23:30:11.1775086211
Smallest irreducible periodic Markov chain
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$0\to1\to0\to1\to0\to1\to0\to1\to0\to1\to0\to1\to0\to1\to0\to1\to\ldots$ -- Did
From state $0$ you go to state $1$ with probability $1$ and from state $1$ you go to state $0$ with probability $1$. -- Ritz