Yongsheng Han

collaborators

4 papers

math.CA2026

On the parabolic $H^{p}$ theory generated by $(p, \infty)$ -atoms for $0 < p < 1$

Yongsheng Han, Bingyang Hu

We study the parabolic maximal operator $M_{par}$ along the moment curve $(t, t^{2})$ . In 1988, Christ proved that $M_{par}$ maps the parabolic Hardy space $H_{\text…

cond-mat.mtrl-sci2026

Scalable Conformal MoSx Catalyst for Efficient Hydrogen Evolution at Industrial-Level Current Density in Alkaline Electrolyzers

Yong Zuo, Sebastiano Bellani, Meysoun Jabrane +13

The development of simple and scalable fabrication strategies for cost-effective electrodes is crucial to advance water splitting in alkaline water electrolyzers (AWEs). Here, we p…

math.CA2026

Calderon-type commutators and chamber lifting in the Dunkl setting

Yongsheng Han, Ming-Yi Lee, Ji Li +2

Let $G$ be a finite reflection group, and let $T_{j}$ , $Δ_{κ}$ , and $d ω$ denote its Dunkl operators, Laplacian, and measure, respectively. Write $R_{j} = - T_{j} (- Δ_{κ})^{- 1/2}$ for th…

math.CA2024

Singular Integrals associated with Reflection Groups on Euclidean Space

Yongsheng Han, Ji Li, Chaoqiang Tan +2

In the field of harmonic analysis, geometric considerations are frequently crucial. Specially, group actions such as translations, dilations and rotations on Euclidean space are in…

On the parabolic Hp theory generated by (p,∞)-atoms for 0<p<1

Scalable Conformal MoSx Catalyst for Efficient Hydrogen Evolution at Industrial-Level Current Density in Alkaline Electrolyzers

Calderon-type commutators and chamber lifting in the Dunkl setting

Singular Integrals associated with Reflection Groups on Euclidean Space

On the parabolic $H^{p}$ theory generated by $(p, \infty)$ -atoms for $0 < p < 1$