The Fundamental Theorem of Perfect Simulation provides necessary and sufficient conditions that unify Acceptance/Rejection, Coupling from the Past, and other methods while enabling a faster Bernoulli factory.
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Designing Perfect Simulation Algorithms using Local Correctness
The Fundamental Theorem of Perfect Simulation provides necessary and sufficient conditions that unify Acceptance/Rejection, Coupling from the Past, and other methods while enabling a faster Bernoulli factory.