Geometry and Numerics of CMC Surfaces with Radial Metrics
Résumé
Thsi paper investigates the geometry of non-zero constant mean curvature surfaces with radial metric, putting an emphasis on the link between the Hopf differential and the extrinsic geometry. New asymptotic estimations of the metrics are given at the umbilical point and at infinity. The last section proposes an algorithm for numerical constructions.
Loading...