A. M. Nadzhafov, “On some properties of functions in the Sobolev–Morrey-type spaces <nobr>$W^l_{p,a,\varkappa\tau}(G)$</nobr>”, Sibirsk. Mat. Zh., 2005, Volume 46, Number 3,Pages <nobr>634

This article is cited in 6 papers

On some properties of functions in the Sobolev–Morrey-type spaces $W^l_{p,a,\varkappa\tau}(G)$

A. M. Nadzhafov

Azerbaidzhan University of Construction and Architecture

Abstract: In the framework of embedding theory, we study some properties of the functions of the Sobolev–Morrey-type spaces and local smoothness of solutions to one class of quasielliptic equations.

Keywords: Sobolev–Morrey-type space, flexible $\lambda$-horn, embedding theorem, integral representations, Hölder condition, smoothness.

UDC: 517.51

Received: 17.09.2002
Revised: 08.10.2004