, Volume 92, Issue 2, pp 147-157,
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Date: 11 Feb 2009

Low regularity classes and entropy numbers


We note a sharp embedding of the Besov space \(B^{\infty}_{0,q}({\mathbb{T}})\) into exponential classes and prove entropy estimates for the compact embedding of subclasses with logarithmic smoothness, considered by Kashin and Temlyakov.