On geometry of Calabi-Yau varieties in characteristic p>0
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filed under:
SFB-Kolloquium
Maciek Zdanowicz (EPFL Lausanne)
| What |
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|---|---|
| When |
Jan 17, 2019 from 03:30 pm to 04:30 pm |
| Where | Mainz, 05-432 (Hilbertraum) |
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Abstract.
In this talk, I will recall
a few geometric results -
non-uniruledness and Bogomolov-Beauville decomposition - concerning
varieties with trivial canonical class in
characteristic zero contrasting them with characteristic p>0
counterexamples. I will then explain how to salvage some part of the
characteristic p>0 theory using the arithmetic assumption of ordinarity.
The talk is based on the joint work in progress with Zsolt Patakfalvi.
