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Topic:
Markov Chains: Definitions and Transition Matrices
Why Transition Matrices Are Row-Stochastic
Weather Models with Exact Transition Probabilities
Urn Counts Under Sampling with Replacement
The Markov Property as Conditional Independence
State Ordering and Row-Vector Conventions
State Augmentation for a Non-Markov Observation
Simple Random Walks as Markov Chains
Random Walks with Holding Probabilities
Random-Map Constructions of Markov Chains
Path Probabilities from Initial Laws and One-Step Transitions
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