Add to ORKGWe prove a necessary condition that has every extremal sequence for the Bellman function of the dyadic maximal operator.This implies the weak-Lp uniqueness for such a sequence
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We study the operator-valued positive dyadic operator T-lambda (f sigma) := Sigma(Q is an element of...
Let ω(x) be positive locally integrable weight on [0,1]. Discussed are conditions on ω necessary and...
We prove a necessary condition that has every extremal sequence for the Bellman function of the dyad...
We give a characterization of the extremal sequences for the Bellman function of the dyadic maximal ...
We provide an alternative proof and expression of the Bellman function of the dyadic maximal operato...
AbstractWe obtain sharp estimates for the localized distribution function of the dyadic maximal func...
AbstractWe study the following well-known property of the dyadic maximal operator Md on Rn (see [E.M...
We prove a sharp integral inequality for the dyadic maximal operator and give as an application anot...
We provide lower Lq and weak Lq-bounds for the localized dyadic maximal operator on Rn, when the loc...
We prove a stability estimate for the functions that are almost extremals for the Bellman function r...
AbstractFor each p>1 we precisely evaluate the main Bellman functions associated with the dyadic max...
We prove a sharp integral inequality which connects the dyadic maximal operator with the Hardy opera...
The results announced in this workshop are from research that has been co-financed by the European U...
We devote this note to correct an estimate concerning mixed inequalities for the generalized maximal...
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We study the operator-valued positive dyadic operator T-lambda (f sigma) := Sigma(Q is an element of...
Let ω(x) be positive locally integrable weight on [0,1]. Discussed are conditions on ω necessary and...
We prove a necessary condition that has every extremal sequence for the Bellman function of the dyad...
We give a characterization of the extremal sequences for the Bellman function of the dyadic maximal ...
We provide an alternative proof and expression of the Bellman function of the dyadic maximal operato...
AbstractWe obtain sharp estimates for the localized distribution function of the dyadic maximal func...
AbstractWe study the following well-known property of the dyadic maximal operator Md on Rn (see [E.M...
We prove a sharp integral inequality for the dyadic maximal operator and give as an application anot...
We provide lower Lq and weak Lq-bounds for the localized dyadic maximal operator on Rn, when the loc...
We prove a stability estimate for the functions that are almost extremals for the Bellman function r...
AbstractFor each p>1 we precisely evaluate the main Bellman functions associated with the dyadic max...
We prove a sharp integral inequality which connects the dyadic maximal operator with the Hardy opera...
The results announced in this workshop are from research that has been co-financed by the European U...
We devote this note to correct an estimate concerning mixed inequalities for the generalized maximal...
We prove that maximal operators of convolution type associated to smooth kernels are bounded in the ...
We study the operator-valued positive dyadic operator T-lambda (f sigma) := Sigma(Q is an element of...
Let ω(x) be positive locally integrable weight on [0,1]. Discussed are conditions on ω necessary and...