Sean McCurdy

collaborators

3 papers

math.AP2026

On Neumann $p$ -Laplacian Lane-Emden equations and their asymptotic relationship with relative isoperimetric problems

Sean McCurdy, Alberto SaldaÃ±a, Delia Schiera

We consider a family of pure Neumann $p$ -Laplacian problems, including eigenvalue problems, Lane-Emden type equations, and extremal cases such as sign nonlinearities and the $1$ -La…

math.DG2026

Quantitative Estimates on the Topology and Singular Set of Prescribed Mean Curvature Hypersurfaces

Nicolau S. Aiex, Sean McCurdy, Paul Minter

We establish quantitative topological and singularity properties for (certain) prescribed mean curvature (PMC) hypersurfaces $V^{n}$ in Riemannian manifolds $(N^{n + 1}, h)$ . Indeed, if…

math.CA2025

Structure of measures for which Ehrhard symmetrization is perimeter non-increasing

Sean McCurdy, Kuan-Ting Yeh

In this paper, we prove that isotropic Gaussian functions are \textit{characterized} by a rearrangement inequality for weighted perimeter in dimensions $n \geq 2$ within the class…

On Neumann p-Laplacian Lane-Emden equations and their asymptotic relationship with relative isoperimetric problems

Quantitative Estimates on the Topology and Singular Set of Prescribed Mean Curvature Hypersurfaces

Structure of measures for which Ehrhard symmetrization is perimeter non-increasing

On Neumann $p$ -Laplacian Lane-Emden equations and their asymptotic relationship with relative isoperimetric problems