Aires E. M. Barbieri

collaborators

2 papers

math.DG2026

Asymptotic behavior at infinity of Weingarten surfaces

Aires E. M. Barbieri, José A. Gálvez, Yuanyuan Lian +1

We derive the asymptotic expansion at infinity for embedded ends of uniformly elliptic Weingarten surfaces with finite total curvature in $R^{3}$ , and we establish a maximum…

math.DG2024

Helicoidal surfaces of prescribed mean curvature in $R^{3}$

Aires Eduardo Menani Barbieri

Given a function $H \in C^{1} (S^{2})$ , an $H$ -surface $Σ$ is a surface in the Euclidean space $R^{3}$ whose mean curvature $H_{Σ}$ satisfies $H_Σ= \ma…

Asymptotic behavior at infinity of Weingarten surfaces

Helicoidal surfaces of prescribed mean curvature in R3

Helicoidal surfaces of prescribed mean curvature in $R^{3}$