Ziyi Xu

collaborators

2 papers

math.AP2024

$W^{1, p}$ estimates for Schrödinger equation in the region above a convex graph

Ziyi Xu

We investigate the $W^{1, p}$ estimates of the Neumann problem for the Schrödinger equation $- Δ u + V u = div (f)$ in the region above a convex graph. For any $p > 2$ , we obtain a su…

math.AP2024

On the Schrödinger equations with $B_{\infty}$ potentials in the region above a Lipschitz graph

Jun Geng, Ziyi Xu

In this paper we investigate the $L^{p}$ regularity, $L^{p}$ Neumann and $W^{1, p}$ problems for generalized Schrödinger operator $- div (A \nabla) + V$ in the region above a Lipsc…

W1,p estimates for Schrödinger equation in the region above a convex graph

On the Schrödinger equations with B∞​ potentials in the region above a Lipschitz graph

$W^{1, p}$ estimates for Schrödinger equation in the region above a convex graph

On the Schrödinger equations with $B_{\infty}$ potentials in the region above a Lipschitz graph