Weihnachtsworkshop on Geometry and Number Theory 2024

Once a year in the last week before Christmas the Karlsruher Weihnachtsworkshop takes place with talks from geometry and number theory.

The Weihnachtsworkshop 2024 will take place from Monday, December 16 to Wednesday, December 18 in Saarbrücken.
Here is the poster of the workshop.

Talks will be given by

Simon Barazer (Paris): Directed ribbon graphs and acyclic decomposition
Laurent Bartholdi (Saarbrücken): Automata for the Thue-Morse subshift
Thomas Dubbe (Rostock): Zeros of the ζ-function near 1 and the Large Sieve
Elia Fioravanti (Karlsruhe): The pressure metric on quasi-Fuchsian spaces
Manuel Kany (Saarbrücken): Arithmeticity of the Kontsevich-Zorich monodromy of origamis
Benjamin Klopsch (Düsseldorf): Hausdorff dimension in p-adic analytic pro-p groups
Bernhard Köck (Southampton): Computing modular representations given by poly-differentials on Drinfeld curves
Bram Petri (Paris): Random hyperbolic surfaces with large systoles
Miguel Prado (Frankfurt): The isoresidual curve on genus zero
Anja Randecker (Heidelberg): Ramsey properties of big mapping class groups
Jan-Christoph Schlage-Puchta (Rostock): A Monte-Carlo algorithm to estimate the index of the Veech group of an origami
Johannes Schmitt (Zürich): Euler characteristics of strata of k-differentials
Maximilian Wackenhuth (Karlsruhe): On sphere packing bounds conjectured by Cohn and Zhao
Ivan Yakovlev (Bordeaux): Metric ribbon graphs

The schedule can be found here.

And here are the abstracts of the talks.

Organizers

Gabriela Weitze-Schmithüsen, Tel: +49 681 302 57422, weitze@math.uni-sb.de
Frank Herrlich, Tel: +49 721 608 43194, herrlich@kit.edu

Weihnachtsworkshop on Geometry and Number Theory 2024

Organizers

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