Gluing Delaunay ends to minimal n-noids using the DPW method

Abstract

We construct constant mean curvature surfaces in euclidean space by gluing n half Delaunay surfaces to a non-degenerate minimal n-noid, using the DPW method.

Includes a detailed proof of Alexandrov embeddedness

References in corpus (3)

• Constant Mean Curvature Trinoids
• Construction of constant mean curvature n-noids using the DPW method
• Opening nodes and the DPW method

Cited by in corpus (2)

• Opening nodes and the DPW method
• Constant mean curvature n-noids in hyperbolic space