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Vortrag: "Conformal techniques in Riemannian and Lorentzian geometry"

Olaf Müller (Regensburg)

Wann

09.12.2015 von 17:00 bis 18:00 (Europe/Berlin / UTC100)

Wo

Hörsaal des Mathematischen Instituts in der Arndtstraße 2, 1. Stock, Raum 111

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Abstract: After giving an overview over some recently developed conformal methods in Riemannian and Lorentzian geometry, we focus on a result of a joint work with Marc Nardmann (Dortmund) stating that every conformal class contains a metric of bounded geometry. Finally, we sketch implications of the result in the theory of the Yamabe flow on noncompact manifolds.