LABS achieves posterior contraction at nearly minimax rates in Besov classes with automatic adaptation to unknown smoothness.
(2014), `Adaptive Priors Based on Splines with Random Knots', Bayesian Analysis, 9, 859--882
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Posterior Contraction of L\'evy Adaptive B-spline Regression in Besov Spaces
LABS achieves posterior contraction at nearly minimax rates in Besov classes with automatic adaptation to unknown smoothness.