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Session

Gvp1: Geometric variational problems Location: A704 Session Chair: Fabian Rupp Session Chair: Christian Scharrer

Presentation 1

Rotational symmetric Willmore surfaces with umbilic lines Anna Dall'Acqua1, Reiner M. Schätzle2 1: Ulm University, Germany; 2: Eberhard-Karls-Universität Tübingen The most famous Willmore surface is a round sphere, a totally umbilic surface. In this talk we construct rotationally symmetric Willmore surfaces with countably many umbilic lines. Further we discuss how such surfaces, after an appropriate Möbius transformation, are minimal in hyperbolic space outside its umbilic lines.