A state is aperiodic when the greatest common divisor of its positive-probability return times is one. A Markov chain is aperiodic when all its states are aperiodic.
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- Markov chain
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- Absolute relaxation time
- Bounded conditional moments imply a geometric drift
- Continuous-time Markov chain convergence theorem
- Countable-state Markov chain convergence theorem
- Fixed-temperature law of simulated annealing
- Hitting time of the bridge vertex between two cliques
- Irreducible Markov chain
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- Peres product condition
- Stationary distribution
- Stationary law of a reflecting nearest-neighbor walk on a finite path
- Uniform depletion and refill Markov chain
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