Welcome to the Geometry Seminar of the Deparment of Geometry and Topology of the University of Granada. Here you can find information about the talks and events organized by the department.

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Integrable systems methods for surfaces and new families of constant mean curvature surfaces in \(\mathbb{R}^3\)

University College Cork

In this lecture I will outline the integrable systems technique for CMC surfaces, but with a view at some other cases. Then I will explain some recent developments in the construction of certain families of CMC surfaces using this setup. In particular, we start with a \(2\times 2\) Cauchy problem to which we associate a scalar second order differential equation. The singularities in this ODE correspond to the ends in the resulting surface. Particularly, regular singularities produce asymptotically Delaunay ends while irregular singularities produce irregular ends. Our aim is to discuss global issues such as period problems and asymptotic behavior involved in the construction of CMC surfaces in \(\mathbb{R}^3\) arising from the family of Heun's differential equations.

Seminario 1ª planta - IEMath-GR


University of Istanbul


Seminario de la primera planta, IEMath


Pontificia Universidad Católica de Chile

Despacho: Iemath

Universidade de Brasília

Despacho: Despacho 1, segunda planta

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Universidad de Regensburg

Despacho: IEMath

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