About this document
Screw Motion Surfaces in H2 × R by Ruben Ainsten Gauss is a document available to read on EtoBox.
1) The document studies minimal and constant mean curvature surfaces in H2 × R that are invariant under parabolic or hyperbolic screw motions. 2) It finds families of complete, embedded, simply connected minimal surfaces with mean curvature less than or equal to 1/2. 3) It exhibits explicit formulas for Scherk-type minimal surfaces and surfaces with constant mean curvature 1/2 that are invariant under different types of motions.
- Author
- Ruben Ainsten Gauss
- Language
- EN