M. Silva

collaborators

2 papers

math.DG2026

Allard's interior $ε$ -Regularity Theorem in Alexandrov spaces

Marcos Agnoletto, Julio C. Correa Hoyos, MÃ¡rcio Fabiano da Silva +1

In this paper, we prove Allard's Interior $ε$ -Regularity Theorem for $m$ -dimensional varifolds with generalized mean curvature in $L_{l oc}^{p}$ , $p > m$ , in non-collapsed A…

math.OC2025

A thorough study of Riemannian Newton's Method

Caio O. da Silva, Yuri A. Aoto, Felipe F. G. S. Costa +1

This work presents a thorough numerical study of Riemannian Newton's Method (RNM) for optimization problems, with a focus on the Grassmannian and on the Stiefel manifold. We compar…

Allard's interior ε-Regularity Theorem in Alexandrov spaces

A thorough study of Riemannian Newton's Method

Allard's interior $ε$ -Regularity Theorem in Alexandrov spaces