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20132022
most citedSquare functions for noncommutative differentially subordinate martingales

22 citations · 29 across the 6 of their papers we have counts for

collaborators

7 papers

math.OA2022

The sharp weighted maximal inequalities for noncommutative martingales

Tomasz Gałązka, Yong Jiao, Adam Osękowski +1

The purpose of the paper is to establish weighted maximal -inequalities in the context of operator-valued martingales on semifinite von Neumann algebras. The main emphasis is…

math.FA2021

Distributional inequalities for noncommutative martingales

Yong Jiao, Fedor Sukochev, Lian Wu +1

We establish distributional estimates for noncommutative martingales, in the sense of decreasing rearrangements of the spectra of unbounded operators, which generalises the study o…

math.FA20191 cited

A q-atomic decomposition of weighted tent spaces on spaces of homogeneous type and its application

Liang Song, Liangchuan Wu

The theory of tent spaces on was introduced by Coifman, Meyer and Stein, including atomic decomposition, duality theory and so on. Russ generalized the atomic decomp…

math.OA201922 cited

Square functions for noncommutative differentially subordinate martingales

Yong Jiao, Narcisse Randrianantoanina, Lian Wu +1

We prove inequalities involving noncommutative differentially subordinate martingales. More precisely, we prove that if is a self-adjoint noncommutative martingale and is w…

math.PR2018

Variable Martingale Hardy Spaces and Their Applications in Fourier Analysis

Yong Jiao, Ferenc Weisz, Dejian Zhou +1

Let be a measurable function defined on a probability space satisfying . We investigate five…

math.PR20155 cited

Noncommutative Burkholder/Rosenthal inequalities associated with convex functions

Narcisse Randrianantoanina, Lian Wu

We prove noncommutative martingale inequalities associated with convex functions. More precisely, we obtain -moment analogues of the noncommutative Burkholder inequalities and t…