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Calderón-Zygmund operators and their commutators on generalized weighted Orlicz-Morrey spaces of the Calderón-Zygmund operators in generalized weighted Orlicz-Morrey spaces. We also study the boundedness
Some general properties of operators in Morrey-type spaces into generalized Morrey-type spaces. We extract wide class of operators that preserve non
Commutators of multilinear Calderón–Zygmund operators with kernels of Dini’s type on generalized weighted Morrey spaces and applications commutators of the operator T with $$BMO^m$$ functions. The generalized weighted Morrey strong and weak $$L
On precompactness of a set in general local and global Morrey-type spaces-type spaces and sufficient conditions for the precompactness of a set in general global Morrey-type spaces
A NOTE ON THE PAPER ”SINGULAR INTEGRAL OPERATORS IN GENERALIZED MORREY SPACES ON CURVES IN THE COMPLEX PLANE”, MEDITERR. J. MATH. (2017) 14: 203. DOI.ORG/10.1007/S00009–017–1004–9, BY E. BURTSEVAA NOTE ON THE PAPER ”SINGULAR INTEGRAL OPERATORS IN GENERALIZED MORREY SPACES ON CURVES
Application of general approach to the theory of Morrey-type spacesIn this paper, we generalize constructions of Morrey spaces by using as a basic space a general
WEIGHTED LOCAL MORREY SPACESWe discuss the boundedness of linear and sublinear operators in two types of weighted local Morrey
SOME CLASSES OF OPERATORS IN GENERAL MORREY-TYPE SPACESIn this paper we continue the study of general Morrey spaces using a general rearrangement
EMBEDDINGS OF MORREY-TYPE SPACESWe generalize constructions of Morrey spaces by using as a basic space a general rearrangement
Weighted extrapolation in grand Morrey spaces and applications to partial differential equations— In this paper we derive weighted extrapolation results in grand Morrey spaces. In particular
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