S. Morales

activity

20002004

most citedOn the existence of a proper minimal surface in

R^{3}

with the conformal type of a disk

24 citations · 34 across the 2 of their papers we have counts for

collaborators

Showing 2003Show all

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math.DG2003★ 24 cited

On the existence of a proper minimal surface in $R^{3}$ with the conformal type of a disk

Santiago Morales

The main goal of this paper is to show a counterexample to the following conjecture: {\bf Conjecture} [Meeks, Sullivan]: If $f : M \to R^{3}$ is a complete proper minimal immer…

On the existence of a proper minimal surface in R3 with the conformal type of a disk

On the existence of a proper minimal surface in $R^{3}$ with the conformal type of a disk