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Self-contained and accessible, "Envelopes and Sharp Embeddings of Function Spaces" presents the first detailed account of the new theory of growth and continuity envelopes in function spaces. These concepts originate from the classical result of the Sobolev embedding theorem, ubiquitous in all areas of functional analysis, and are closely connected to the notion of sharp embeddings with applications in approximation theory. This book introduces the concept of classical spaces before moving on to examine more general spaces. Including background material as well as numerous concrete examples, this text provides valuable information for graduate students and researchers in functional analysis.
Taylor & Francis; September 2006
238 pages; ISBN 9781584887515
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238 pages; ISBN 9781584887515
Read online, or download in secure PDF format
