Let $p_{x y}^{(n)}=\mathbb{P}\left(X_{n}=y \mid X_{0}=x\right)$ be the $n$-step transition probabilities of an arbitrary Markov chain on a state space

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Let $\left(X_{n}\right)_{n}$ be a Markov chain on a finite state space $S$ with transition probabilities $p_{x y}$.

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dependent data in Reinforcement learning

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Let $p_{x y}^{(n)}=\mathbb{P}\left(X_{n}=y \mid X_{0}=x\right)$ be the $n$-step transition probabilities of an arbitrary Markov chain on a state space

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