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Invariant surfaces in Sol3 with constant mean curvature and their computer graphics

  • Rafael López EMAIL logo
Published/Copyright: January 17, 2014
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Advances in Geometry
From the journal Volume 14 Issue 1

Abstract

In Sol3 space there are three uniparametric groups of isometries. In this work we study constant mean curvature surfaces invariant by one of these groups. We analyze the geometric properties of these surfaces by means of their computer graphics. We construct explicit examples of minimal surfaces and we shall relate them with recent examples of spheres with constant mean curvature.

Published Online: 2014-01-17
Published in Print: 2014-01

© 2014 by Walter de Gruyter GmbH & Co.

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