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20192026
most citedDiscrete para-product operators on variable Hardy spaces

3 citations · 3 across the 6 of their papers we have counts for

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7 papers · 1 filter

math.CA2026

Variable Hardy spaces in the Dunkl Setting

Jian Tan

In this paper, we aim to define a new variable Hardy spaces in the Dunkl setting by the discrete Littlewood--Paley square functions. We also consider the atomic decomposition chara…

math.CA2026

Dual spaces and T1 theorem of variable Dunkl--Hardy spaces

Jian Tan

In this paper, we identify the dual spaces of variable Dunkl--Hardy spaces using a discrete Dunkl--Calderón reproducing formula and the Frazier and Jawerth's method adapted to the…

math.CA20231 cited

The Atomic Characterization of Weighted Local Hardy Spaces and Its Applications

Xinyu Chen, Jian Tan

The purpose of this paper is to obtain atomic decomposition characterization of the weighted local Hardy space with . W…

math.CA2021

Real-Variable Theory of Local Variable Hardy Spaces

Jian Tan

In this paper, we give a complete real-variable theory of local variable Hardy spaces. First, we present various real-variable characterizations in terms of several local maximal f…

math.CA20193 cited

Discrete para-product operators on variable Hardy spaces

Jian Tan

Let be a variable exponent function satisfying the globally log-Hölder continuous condition. In this paper, we obtain the boundedness of…

math.CA2019

Carleson measure spaces with variable exponents and their applications

Jian Tan

In this paper, we introduce the Carleson measure spaces with variable exponents . By using discrete LittlewoodPaleyStein analysis as well as Frazier and Jawer…