Constant mean curvature n-noids in hyperbolic space

Abstract

Using the DPW method, we construct genus zero Alexandrov-embedded constant mean curvature (greater than one) surfaces with any number of Delaunay ends in hyperbolic space.

arXiv comment57 pages, 1 figure

References in corpus (4)

• Unitarization of monodromy representations and constant mean curvature trinoids in 3-dimensional space forms
• Constant Mean Curvature Trinoids
• Opening nodes and the DPW method
• Gluing Delaunay ends to minimal n-noids using the DPW method

Cited by in corpus (1)

• Opening nodes in the DPW method: co-planar case