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.Peer reviewe
In this note, we extend Lerner's local median oscillation decomposition to arbitrary (possibly non-d...
A generalization of the theory of Y. Brudnyi [7], and A. and Y. Brudnyi [5, 6], is presented. Our co...
We prove boundedness of Calder\uf6n–Zygmund operators acting in Banach function spaces on domains, d...
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 investigate variants of the maximal operator and show their applications to study boundedness of ...
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...
A quantitative two weight theorem for the Hardy-Littlewood maximal operator is proved improving the ...
We prove endpoint results for sparse domination of translation invariant multiscale operators. The r...
We obtain a sparse domination principle for an arbitrary family of functions f(x,Q) , where x∈Rn and...
We obtain a sparse domination principle for an arbitrary family of functions f (x, Q), where x is an...
We obtain a sparse domination principle for an arbitrary family of functions f (x, Q), where x is an...
In this note, we extend Lerner's local median oscillation decomposition to arbitrary (possibly non-d...
In this note, we extend Lerner's local median oscillation decomposition to arbitrary (possibly non-d...
A generalization of the theory of Y. Brudnyi [7], and A. and Y. Brudnyi [5, 6], is presented. Our co...
We prove boundedness of Calder\uf6n–Zygmund operators acting in Banach function spaces on domains, d...
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 investigate variants of the maximal operator and show their applications to study boundedness of ...
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...
A quantitative two weight theorem for the Hardy-Littlewood maximal operator is proved improving the ...
We prove endpoint results for sparse domination of translation invariant multiscale operators. The r...
We obtain a sparse domination principle for an arbitrary family of functions f(x,Q) , where x∈Rn and...
We obtain a sparse domination principle for an arbitrary family of functions f (x, Q), where x is an...
We obtain a sparse domination principle for an arbitrary family of functions f (x, Q), where x is an...
In this note, we extend Lerner's local median oscillation decomposition to arbitrary (possibly non-d...
In this note, we extend Lerner's local median oscillation decomposition to arbitrary (possibly non-d...
A generalization of the theory of Y. Brudnyi [7], and A. and Y. Brudnyi [5, 6], is presented. Our co...
We prove boundedness of Calder\uf6n–Zygmund operators acting in Banach function spaces on domains, d...
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