Invariant minimal surfaces in the real special linear group of degree 2

Details Invariant minimal surfaces in the real special linear group of degree 2 Invariant minimal surfaces in the real special linear group of degree 2

2009-10-16

arxiv.org/abs/0910.3104v1

Italian Journal of Pure and Applied Mathematics 16 (2004), 61-80

Mathematics

Differential Geometry

19pages. Minor misprints are corrected

Scientific paper

Invariant minimal surfaces in the real special linear group of degree 2 with
canonical Riemannian and Lorentzian metrics are studied. Constant mean
curvature surfaces with vertically harmonic Gau{\ss} map are classified.

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