R. Montes

collaborators

3 papers

math.DG2007

A Remark on Compact Minimal Surfaces in $S^{5}$ with Non-Negative Gaussian Curvature

Rodrigo Ristow Montes

In this paper we classify compact minimal surfaces in $S^{5}$ with non-negative Gaussian curvature using the notion of a contact angle.

math.DG2006

A Congruence Theorem for Minimal Surfaces in $S^{5}$ with Constant Contact Angle

Rodrigo Ristow Montes, Jose A. Verderesi

We provide a congruence theorem for minimal surfaces in $S^{5}$ with constant contact angle using Gauss-Codazzi-Ricci equations. More precisely, we prove that Gauss-Codazzi-Ricci equ…

math.DG2006

A Characterization of Minimal Surfaces in $S^{5}$ with Parallel Normal Vector Field

Rodrigo Ristow Montes

In this paper we proof that the Holomorphic angle for compact minimal surfaces in the sphere $S^{5}$ with constant Contact angle and with a parallel normal vector field must be const…

A Remark on Compact Minimal Surfaces in S5 with Non-Negative Gaussian Curvature

A Congruence Theorem for Minimal Surfaces in S5 with Constant Contact Angle

A Characterization of Minimal Surfaces in S5 with Parallel Normal Vector Field

A Remark on Compact Minimal Surfaces in $S^{5}$ with Non-Negative Gaussian Curvature

A Congruence Theorem for Minimal Surfaces in $S^{5}$ with Constant Contact Angle

A Characterization of Minimal Surfaces in $S^{5}$ with Parallel Normal Vector Field