Resumen de Minimal surfaces with the area growth of two planes: the case of infinite symmetry
William H. Meeks 
, Michael Wolf
We prove that a connected properly immersed minimal surface in with infinite symmetry group and area growth constant less than is a plane, a catenoid, or a Scherk singly-periodic minimal surface. As a consequence, the Scherk minimal surfaces are the only connected periodic minimal desingularizations of the intersections of two planes
