In this paper we overview known and recently obtained results on Morrey-Campanato
spaces with respect to the properties of the spaces themselves, that is, we do not touch the …

This book is a result of our ten-year fruitful collaboration. It deals with integral operators of
harmonic analysis and their various applications in new, non-standard function spaces …

Title: Morrey spaces: introduction and applications to integral operators and PDE's/Yoshihiro
Sawano, Giuseppe Di Fazio, Denny Ivanal Hakim. Description: First edition.| Boca Raton …

The survey is aimed at providing detailed information about recent results in the problem of
the boundedness in general Morrey-type spaces of various important operators of real …

We consider generalized Morrey spaces with a general function defining the Morrey-type
norm. We find the conditions on the pair which ensures the boundedness of the maximal …

The problem of boundedness of the fractional maximal operator M α, 0≤ α< n, in general
local Morrey-type spaces is reduced to the problem of boundedness of the supremal …

We consider generalized Morrey type spaces M^p\left(⋅\right),θ\left(⋅\right),ω\left(⋅\right)\
left(Ω\right) with variable exponents p (x), θ (r) and a general function ω (x, r) defining a …

Morrey spaces can complement the boundedness properties of operators that Lebesgue
spaces can not handle. Morrey spaces which we have been handling are called classical …

In this paper the authors study the boundedness for a large class of sublinear operators T_
α, α ∈ 0, n) generated by Calderón–Zygmund operators (α= 0) and generated by Riesz …

Let $ M_ {\Omega,\a} $ and $ I_ {\Omega,\a} $ be the fractional maximal and integral
operators with rough kernels, where $0<\a< n $. In this paper, we shall study the continuity …