papers

Publications (15)

math.DS2023

A study in quantitative equidistribution on the unit square

Max Goering, Christian Weiss

The distributional properties of the translation flow on the unit square have been considered in different fields of mathematics, including algebraic geometry and discrepancy theor…

math.DG2020

A geometric proof of regularity of all anisotropic minimal surfaces in

Max Goering

A set of locally finite perimeter is called an anisotropic minimal surface in an open set if for some surface energy $Φ(E;A) =…

math.CA2019

Characterizations of countably -rectifiable Radon measures by higher-dimensional Menger curvatures

Max Goering

In the late `90s there was a flurry of activity relating -rectifiable sets, boundedness of singular integral operators, the analytic capacity of a set, and the integral Menger c…

physics.soc-ph2015

Numerical Investigation of Metrics for Epidemic Processes on Graphs

Max Goering, Faryad Darabi Sahneh, Nathan Albin +2

This study develops the epidemic hitting time (EHT) metric on graphs measuring the expected time an epidemic starting at node in a fully susceptible network takes to propagate…

math.AP2025

On the geometric properties of multi-operator two-phase elliptic measure

Max Goering, Anna Skorobogatova

We provide a structural characterization of a given boundary using two-phase elliptic measure in a multi-operator setting, extending to this novel setting results of Kenig, Preiss…

math.AP2025

Rectifiability and tangents in a rough Riemannian setting

Emily Casey, Max Goering, Tatiana Toro +1

Characterizing rectifiability of Radon measures in Euclidean space has led to fundamental contributions to geometric measure theory. Conditions involving existence of principal val…