Limiting embeddings and entropy numbers

by    H.G. Leopold

Preprint series: 98-29, Analysis

The paper is published: Forschungsergebnisse, Math/Inf/98/05, Universität Jena, Germany, 1998

MSC:
46E35 Sobolev spaces and other spaces of ``smooth'' functions, embedding theorems, trace theorems

Abstract: The paper deals with embeddings for Besov spaces of generalized smoothness. Of special interest is the limiting case in which smoothness and the second fine index $q$ are connected.
Our main result are estimations for the entropy numbers of such compact limiting embeddings.

Keywords: function spaces, embedding theorems, entropy numbers

Upload: 1999-02-10

Update: 1999-02-10


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