Yongsheng Han

collaborators

3 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

We study CalderÃ³n-type commutators $[M_{b}, T_{i} R_{j}]$ in the rational Dunkl setting with a finite reflection group $G$ . If $b$ belongs to the orbit Lipschitz class $\operator…

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

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