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Bernstein Numbers of Embeddings of Isotropic and Dominating Mixed Besov Spaces by Nguyen, Van Kien is a scholarly article available to read on EtoBox.

What is Bernstein Numbers of Embeddings of Isotropic and Dominating Mixed Besov Spaces about?

The purpose of the present paper is to investigate the decay of Bernstein numbers of the embedding from $B^t_{p_1,q}((0,1)^d)$ into the space $L_{p_2}((0,1)^d) $. The asymptotic behaviour of Bernstein numbers of the identity $id: S_{p_1,p_1}^tB((0,1)^d)\rightarrow L_{p_2}((0,1)^d)$ will be also considered.

Author

Nguyen, Van Kien

Published

2014

Language

EN