Exploring the space of compact symmetric CMC surfaces

Abstract

We map out the moduli space of Lawson symmetric constant mean curvature surfaces in the 3-sphere of genus $g>1$ by flowing numerically from Delaunay tori with even lobe count via the generalized Whitham flow.

new figure added in v2

References in corpus (1)

• Deformations of symmetric CMC surfaces in the 3-sphere