A. Naber

most citedEnergy Identity for Stationary Harmonic Maps

1 citations · 1 across the 1 of their papers we have counts for

collaborators

3 papers

math.AP2026★ 1 cited

Energy Identity for Stationary Harmonic Maps

Aaron Naber, Daniele Valtorta

In this paper we consider sequences $u_{j} : B_{2} \subseteq M \to N$ of stationary harmonic maps between smooth Riemannian manifolds with uniformly bounded energy $E[u_j]\equiv \int |\nab…

math.DG2025

Six dimensional counterexample to the Milnor Conjecture

Elia BruÃ¨, Aaron Naber, Daniele Semola

We extend our previous work by building a smooth complete manifold $(M^{6}, g, p)$ with $Ric \geq 0$ and whose fundamental group $I ¨ _{1} (M^{6}) = Q / Z$ is infinitely…

math.CA2025

Quantitative Reifenberg theorem for measures

Nick Edelen, Aaron Naber, Daniele Valtorta

We study generalizations of Reifenberg's Theorem for measures in $R^{n}$ under assumptions on the Jones' $I^^{2}$ -numbers, which appropriately measure how close the support is to…