We study the domination of the lattice Hardy–Littlewood maximal operator by sparse operators in the setting of general Banach lattices. We prove that the admissible exponents of the dominating sparse operator are determined by the q-convexity of the Banach lattice.Analysi
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
We obtain a sparse domination principle for an arbitrary family of functions f(x,Q) , where x∈Rn and...
We study the domination of the lattice Hardy-Littlewood maximal operator by sparse operators in the ...
We study the domination of the lattice Hardy-Littlewood maximal operator by sparse operators in the ...
We prove that scalar-valued sparse domination of a multilinear operator implies vector-valued sparse...
We prove a general sparse domination theorem in a space of homogeneous type, in which a vector-value...
summary:The family of block spaces with variable exponents is introduced. We obtain some fundamental...
summary:The family of block spaces with variable exponents is introduced. We obtain some fundamental...
The boundedness of the Hardy–Littlewood maximal operator is proved in weighted grand variable expon...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy–Littlewood maximal operator is proved in weighted grand variable expon...
We prove boundedness of Calder\uf6n–Zygmund operators acting in Banach function spaces on domains, d...
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
We obtain a sparse domination principle for an arbitrary family of functions f(x,Q) , where x∈Rn and...
We study the domination of the lattice Hardy-Littlewood maximal operator by sparse operators in the ...
We study the domination of the lattice Hardy-Littlewood maximal operator by sparse operators in the ...
We prove that scalar-valued sparse domination of a multilinear operator implies vector-valued sparse...
We prove a general sparse domination theorem in a space of homogeneous type, in which a vector-value...
summary:The family of block spaces with variable exponents is introduced. We obtain some fundamental...
summary:The family of block spaces with variable exponents is introduced. We obtain some fundamental...
The boundedness of the Hardy–Littlewood maximal operator is proved in weighted grand variable expon...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy-Littlewood maximal operator on the variable Morrey spaces defined over ...
The boundedness of the Hardy–Littlewood maximal operator is proved in weighted grand variable expon...
We prove boundedness of Calder\uf6n–Zygmund operators acting in Banach function spaces on domains, d...
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
Abstract. We show that every dominated linear operator from a Banach-Kantorovich space over an atoml...
We obtain a sparse domination principle for an arbitrary family of functions f(x,Q) , where x∈Rn and...
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