On some properties of functions from a Besov–Morrey type spaces

In this paper it is constructed a new Besov–Morrey type spaces. Utilizing integral representation of generalized derivatives of functions defined on n -dimensional domains satisfying flexible φ -horn condition an embedding theorem is proved. Also, it is proved that the generalized derivatives of fun...

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Bibliographic Details
Published in:Afrika mathematica 2018-11, Vol.29 (7-8), p.1007-1017
Main Authors: Najafov, A. M., Rustamova, N. R.
Format: Article
Language:English
Subjects:
Applications of Mathematics
Derivatives
Domains
History of Mathematical Sciences
Mathematics
Mathematics and Statistics
Mathematics Education
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Summary:In this paper it is constructed a new Besov–Morrey type spaces. Utilizing integral representation of generalized derivatives of functions defined on n -dimensional domains satisfying flexible φ -horn condition an embedding theorem is proved. Also, it is proved that the generalized derivatives of functions from this spaces satisfies the generalized Hölder condition.
ISSN:1012-9405
2190-7668
DOI:10.1007/s13370-018-0598-9