The paper establishes sufficient conditions on the structure of probability kernels to ensure at most one stationary compatible probability measure for chains of infinite order with prohibited transitions, extending the ℓ² uniqueness criterion of Johansson and Öberg (2003).
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Uniqueness of stationary compatible probability measures for chains of infinite order with forbidden transitions
The paper establishes sufficient conditions on the structure of probability kernels to ensure at most one stationary compatible probability measure for chains of infinite order with prohibited transitions, extending the ℓ² uniqueness criterion of Johansson and Öberg (2003).