(2026). How good is your Laplace approximation of the Bayesian posterior? Finite-sample computable error bounds for a variety of useful divergences. JMLR.
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Chicago Style (17th ed.) Citation
"How Good Is Your Laplace Approximation of the Bayesian Posterior? Finite-sample Computable Error Bounds for a Variety of Useful Divergences."
JMLR 2026.
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MLA (9th ed.) Citation
"How Good Is Your Laplace Approximation of the Bayesian Posterior? Finite-sample Computable Error Bounds for a Variety of Useful Divergences."
JMLR, 2026.
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Warning: These citations may not always be 100% accurate.