Sheng-Wei Zhou

activity

20212023

most citedA Regularity Theory for Static Schrödinger Equations on

R^{d}

in Spectral Barron Spaces

1 citations · 1 across the 5 of their papers we have counts for

collaborators

Showing 2022Show all

3 papers · 1 filter

math.CV2022

Peak sections and Bergman kernels on Kähler manifolds with complex hyperbolic cusps

Shengxuan Zhou

By revisiting Tian's peak section method, we obtain a localization principle of the Bergman kernels on Kähler manifolds with complex hyperbolic cusps, which is a generalization of…

math.CV2022

On the convergence rate of Bergman metrics

Shengxuan Zhou

We study the convergence rate of Bergman metrics on the class of polarized pointed Kähler $n$ -manifolds $(M, L, g, x)$ with $Vol (B_{1} (x)) > v$ and $|\sec |\leq K…

math.AP2022★ 1 cited

A Regularity Theory for Static Schrödinger Equations on $R^{d}$ in Spectral Barron Spaces

Ziang Chen, Jianfeng Lu, Yulong Lu +1

Spectral Barron spaces have received considerable interest recently as it is the natural function space for approximation theory of two-layer neural networks with a dimension-free…

Peak sections and Bergman kernels on Kähler manifolds with complex hyperbolic cusps

On the convergence rate of Bergman metrics

A Regularity Theory for Static Schrödinger Equations on Rd in Spectral Barron Spaces

A Regularity Theory for Static Schrödinger Equations on $R^{d}$ in Spectral Barron Spaces