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01
Dec
2025

Oberseminar p-adische Arithmetik: Local cohomology of flag varieties and modular curves: Fabian Schnelle: The modular curve at infinite level, I

01
Dec
2025

Yuetong Luo (Universität Göttingen): Codimension 2 transfer of signatures in L theory
Abstract: The signature of a closed manifold is an important invariant in geometric topology. Recently, Higson, Xie, and Schick proved an invariance theorem for...

01
Dec
2025

Prof. Dr. Markus Stroppel (Universität Stuttgart): Lectures on locally compact groups
Markus Stroppel will give a lecture series on advanced topics in locally compact groups. The lectures take place on Monday at 14:15 in room S...

01
Dec
2025

Rufus Willett (Honolulu): A finite-dimensional approach to K-homology. kleines seminar.
Let A be a suitably nice C*-algebra (for example, quasidiagonal with countable K-homology). I will explain how the K-homology of A can be realized by almost mu...

01
Dec
2025

Oberseminar Differentialgeometrie: Jean Lagacé (Universität London), Vortrag: A canonical foliation for the bubblesheet singularities of geometric flows
At the core of differential geometry is the notion that the important features of a space should remain invariant under changes of coordinates. Nevertheless, sp...

02
Dec
2025

Oberseminar Differentialgeometrie: Sigmundur Gudmundsson (Lund University Sweden) Vortrag: Harmonic morphisms and minimal conformal foliations on Lie groups
Harmonic morphisms are maps $\phi:(M,g)\to (N,h)$ between Riemannian manifolds pulling back harmonic functions on N to harmonic functions on M. They have been ...

02
Dec
2025

Mittagsseminar zur Arithmetik: Paul Philippe (Münster): Kac-Moody groups over discretely valued fields
Kac-Moody groups form an infinite-dimensional generalization of reductive groups, constructed from infinite root systems. For instance, loop groups of reductive...

02
Dec
2025

Oberseminar Differentialgeometrie: Marko Sobak (Universität Wien) Vortrag: Dirac-Yang-Mills pairs on spherically symmetric 3- dimensional Riemannian manifolds
The Lagrangian of the Standard Model of particle physics consists of four sectors: the Yang-Mills, the Higgs, the Dirac, and the Yukawa sector. In this talk we ...
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