The embedded Calabi-Yau problem for minimal surfaces of finite genus

The embedded Calabi-Yau problem for minimal surfaces of finite genus - Joaquin Perez

Joaquin Perez
UGR
November 8, 2018

Abstract: We will explain how to prove properness of a complete embedded minimal surface in Euclidean three-space, provided that the surface has finite genus and countably many limit ends (and possibly compact boundary). 

This is joint work with William H. Meeks and Antonio Ros.

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