10.12.2025, 17:30 Uhr
– Haus 25, Raum F1.01
Antrittsvorlesung
Skalarkrümmung: Von der klassischen Relativitätstheorie bis zur modernen Vergleichsgeometrie
Rudolf Zeidler
Alexander Strohmaier
I will review some known general expansions of microlocal spectral counting functions of Dirac and Laplace operators. In special cases these relate directly to heat kernel coefficients. I will then explain some differences between expansions for Laplace and Dirac type operators and show that generalized Dirac operators can be characterized amongst Dirac type operators by the vanishing of a certain coefficient appearing in the expansion of the spectral counting function. (Joint work with Liangpan Li)