Title: Saddle towers with infinitely many ends

Authors: Laurent Mazet, M. Magdalena Rodriguez and Martin Traizet

Issue: Volume 56 (2007), Issue 6, 2821-2838

Abstract: We point out an application of a Theorem of Jenkins and Serrin to construct singly-periodic minimal surfaces which have, in the quotient, genus zero, countably many ends and one limit end. These surfaces have bounded curvature and infinite total curvature.