Add to ORKGIn this paper we study mixed weighted weak-type inequal- ities for families of functions, which can be applied to study classic operators in harmonic analysis. Our main theorem extends the key result from [CMP2]
We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator T f (x) = g(x) ...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
Suppose u, v, w, and t are weight functions on an appropriate measure space (X,μ), and $Φ_1$, $Φ_2$ ...
We study mixed weighted weak-type inequalities for families of functions, which can be applied to st...
We improve on several mixed weak type inequalities both for the Hardy-Littlewood maximal function an...
We show that if v∈ A∞ and u∈ A1, then there is a constant c depending on the A1 constant of u and th...
We show that if $v\in A_\infty$ and $u\in A_1$, then there is a constant $c$ depending on the $A_1$...
We derive two-weight weak type estimates for operators of potential type in homogeneous spaces. The ...
Abstract. We discuss mixed weak type inequalities in weighted spaces for one-sided operators. In par...
We consider operators T satisfying a sparse domination property (Formula presented.)with averaging e...
In this paper we present a theorem that generalizes Sawyer’s classic result about mixed weighted ine...
Abstract We prove some weighted weak type inequalities for certain singular integrals and Littl...
Let S¿ be the multilinear square function defined on the cone with aperture ¿¿1. In this paper, we i...
We characterize the pairs of weights for which the Hardy-Steklov-type operator applies into weak...
We prove sharp weak and strong type weighted estimates for a class of dyadic operators that includes...
We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator T f (x) = g(x) ...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
Suppose u, v, w, and t are weight functions on an appropriate measure space (X,μ), and $Φ_1$, $Φ_2$ ...
We study mixed weighted weak-type inequalities for families of functions, which can be applied to st...
We improve on several mixed weak type inequalities both for the Hardy-Littlewood maximal function an...
We show that if v∈ A∞ and u∈ A1, then there is a constant c depending on the A1 constant of u and th...
We show that if $v\in A_\infty$ and $u\in A_1$, then there is a constant $c$ depending on the $A_1$...
We derive two-weight weak type estimates for operators of potential type in homogeneous spaces. The ...
Abstract. We discuss mixed weak type inequalities in weighted spaces for one-sided operators. In par...
We consider operators T satisfying a sparse domination property (Formula presented.)with averaging e...
In this paper we present a theorem that generalizes Sawyer’s classic result about mixed weighted ine...
Abstract We prove some weighted weak type inequalities for certain singular integrals and Littl...
Let S¿ be the multilinear square function defined on the cone with aperture ¿¿1. In this paper, we i...
We characterize the pairs of weights for which the Hardy-Steklov-type operator applies into weak...
We prove sharp weak and strong type weighted estimates for a class of dyadic operators that includes...
We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator T f (x) = g(x) ...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
Suppose u, v, w, and t are weight functions on an appropriate measure space (X,μ), and $Φ_1$, $Φ_2$ ...