Stephanie Mui

works on

flow method 1 minkowski problem 1 mixed euclidean-gaussian volume 1 monge-ampere equation 1 origin-symmetric solutions 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.AP2026

On The Minkowski Problem With Respect To A Mixed Euclidean-Gaussian Density

Stephanie Mui, Lei Qin, Sinan Wang

The paper introduces a new type of Minkowski problem involving a mixed Euclidean-Gaussian volume and proves the existence of smooth, origin‑symmetric solutions using flow methods a…

math.PR2025

On the Smallest Singular Value of Log-Concave Random Matrices

Manuel Fernandez, Galyna V. Livshyts, Stephanie Mui

Let $A$ be an $N \times n$ random matrix whose entries are coordinates of an isotropic log-concave random vector in $R^{N n}$ . We prove sharp lower tail estimates for the sm…

math.AP2025

Dual Curvature Density Equation with Group Symmetry

KÃ¡roly J. BÃ¶rÃ¶czky, Ãgnes KovÃ¡cs, Stephanie Mui +1

This paper studies the general Lp dual curvature density equation under a group symmetry assumption. This geometric partial differential equation arises from the general Lp dual Mi…