In this paper we investigate weighted norm inequalities for the commutator of a fractional
integral operator and multiplication by a function. In particular, we show that, for …

For a class of sparse operators including majorants of singular integral, square function, and
fractional integral operators in a uniform manner, we prove off-diagonal two-weight …

Abstract Suppose L=-Δ+ VL=-Δ+ V is a Schrödinger operator on R^ n R n with a potential V
belonging to certain reverse Hölder class RH_ σ RH σ with σ ≥ n/2 σ≥ n/2. The aim of this …

Two-weight inequalities for multilinear maximal functions in Orlicz spaces | Banach Journal of
Mathematical Analysis Skip to main content SpringerLink Account Menu Find a journal Publish …

In this note we introduce the notion of Φ-Carleson sequence for Φ a convex growth function
and provide an equivalent characterization that is an extension of the off-diagonal Carleson …

In this paper, we continue some recent work on two weight boundedness of sparse
operators to the “off-diagonal” setting. We use the new “entropy bumps” introduced in by …

This paper will be devoted to study the two-weight norm inequalities of the multilinear
fractional maximal operator $\mathcal {M} _ {\alpha} $ and the multilinear fractional integral …

This thesis deals with weighted inequalities for three operators. In the most general
formulation, we are given a family of operators {T α} α∈ A and two measure spaces (μ, X) …