Upper bound
Epsilon-regret violations across four finite-model families and five epsilon/delta settings.
Clean-room CPU reproduction · OpenReview ry5HitnXzc · exact finite evidence at the paper's stated constants
Epsilon-regret violations across four finite-model families and five epsilon/delta settings.
Largest one-sided 95% upper bound, below the smallest tested delta=0.01.
Deterministic tests passing on local CPU.
The cited two-type/two-action construction was rebuilt directly. Both wrong-region gaps equal 2 epsilon. Across 16 exact Bayes tests, N epsilon^2 / ln(1/delta) stays between 0.00834 and 0.02153, exercising the claimed rate.
Shared latent types violate i.i.d. sampling and fail, showing the positive certificate is not an always-success check.
Finite executable certificates support the theorem mechanisms, constants, and scaling; they cannot prove a universal distribution-free theorem. The paper states constant 6912 but later uses 13824 in its proof, and the cited lower-bound probabilities require epsilon below 1/8.
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