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SS 2024
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10.04.2024 um 17:15 Uhr in Raum 69/125
Prof. Dr. Bram Petri (Institut Universitaire de France)
Highly Connected Hyperbolic Surfaces
Hyperbolic surfaces are surfaces equipped with a complete Riemannian metric of constant negative sectional curvature. Equivalently, these are surfaces that are locally isometric to the hyperbolic plane. These surfaces and their moduli spaces appear naturally in many places in mathematics. In this talk I will talk about connectivity questions on hyperbolic surfaces and how probability theory can help approach these questions. This is joint work with Thomas Budzinski and Nicolas Curien. I will not assume any familiarity with hyperbolic geometry.