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math.AP2026
Maximal hypersurfaces with prescribed light-like cones in Lorentz-Minkowski space
Huyuan Chen, Ying Wang, Feng Zhou
The purpose in this paper is to study the maximal hypersurfaces with multiple light-cones in Lorentz-Minkowski space by considering the weak solutions to the mean curvature equatio…
math.AP2026
A Paley-Wiener type uniqueness result for the electromagnetic Schrödinger equation
Yilin Song, Ying Wang, Jiqiang Zheng +1
In this paper, we establish a Paley-Wiener type uncertainty principle for Schrödinger equations with bounded electric and magnetic potentials, \begin{align*} i\partial_tu+Î_Au+V(…
math.AP2024
Intertwining operators beyond the Stark Effect
Luca Fanelli, Xiaoyan Su, Ying Wang +2
The main mathematical manifestation of the Stark effect in quantum mechanics is the shift and the formation of clusters of eigenvalues when a spherical Hamiltonian is perturbed by…