Fernando A. A. Pimentel

activity

20012010

most citedA proof of the Lawson conjecture for minimal tori embedded in

§3

2 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.DG2010

Convergent sequences of closed minimal surfaces embedded in $§3$

Fernando A. A. Pimentel

given two minimal surfaces embedded in $§3$ of genus $g$ we prove the existence of a sequence of non-congruent compact minimal surfaces embedded in $§3$ of genus $g$ that converg…

math.DG2007★ 2 cited

A proof of the Lawson conjecture for minimal tori embedded in $§3$

Fernando A. A. Pimentel

A peculiarity of the geometry of the euclidean 3-sphere $§3$ is that it allows for the existence of compact without boundary minimally immersed surfaces. Despite a wealthy of exam…

math.DG2001★ 1 cited

Attaching handles to Bryant surfaces

Frank Pacard, Fernando A. A. Pimentel

We prove the existence of complete, embedded, constant mean curvature 1 surfaces in 3 dimensional hyperbolic space when g, the genus of the surface, and n, the number of ends of th…

Convergent sequences of closed minimal surfaces embedded in §3

A proof of the Lawson conjecture for minimal tori embedded in §3

Attaching handles to Bryant surfaces

Convergent sequences of closed minimal surfaces embedded in $§3$

A proof of the Lawson conjecture for minimal tori embedded in $§3$