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-functional with respect to these spaces is estimated from above and below. As an application, we characterize the Nikol'skii–Besov–Morrey

We consider two popular function spaces: the Morrey spaces and the Nikol'skii spaces

for Nikol’skii-Besov spaces on an interval. © (2023), (L.N. Gumilyov Eurasian National University). All

dimensions for trigonometic polynomials in Lebesgue spaces is given in the book of S.M. Nikol’skii [4

smoothness up to time T. This result improves some previous works to the Morrey space M-2,M- 3/r for 0 <= r

system with compact supports ψ(d) of the Nikol'skii - Besov and Lizorkin - Triebel type classes

In this paper, as a main result for Morrey spaces, we prove that the set (formula presented), where

-type spaces and sufficient conditions for the precompactness of a set in general global Morrey-type spaces

In this paper, we generalize constructions of Morrey spaces by using as a basic space a general

. The are combined in time and in space in a special way and have informative (signal) and biological importance

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