Logo Universitaet Teubingen

Kolloquien WS 2019/20


Vorheriges Semester Nächstes Semester

Montag, 28.10.2019: Random ODEs and their numerical approximation

Prof. Dr. Peter Kloeden

Uhrzeit: 17:15 - 18:15
Ort: N14
Gruppe: Kolloquium
Einladender: Andreas Prohl

Montag, 25.11.2019: Tropical curves and top weight cohomology of M_g

Prof. Dr. Sam Payne (University of Texas)

The cohomology of the moduli space of curves is an object of central interest in algebraic geometry, topology, and mathematical physics. I will discuss one part of this cohomology that is essentially combinatorial and can be naturally identified with the homology of a tropical moduli space. One application of this approach is the recent proof, join with Chan and Galatius, that H^{4g-6}(M_g) grows exponentially with g. This growth was unexpected, and disproves conjectures of Kontsevich, and of Church, Farb, and Putman.

Uhrzeit: 17:15
Ort: N 14
Gruppe: Kolloquium
Einladender: Hannah Markwig

Freitag, 10.01.2020: T.B.A.

Prof. Dr. Benedikt Löwe (University of Amsterdam, Universität Hamburg)

Uhrzeit: 16:00 - 17:30
Ort: N 14
Gruppe: Kolloquium
Einladender: Felgner, Loose