2–4 Apr 2025
University of Stavanger, Norway
Europe/Oslo timezone

Some log singular surfaces with unobstructed deformations

4 Apr 2025, 08:30
1h
02.04. Kjølv Egelands hus KE E-264; 03.04. Kjell Arholms hus KA U-136; 04.04. Kjølv Egelands hus KE A-202 (University of Stavanger, Norway)

02.04. Kjølv Egelands hus KE E-264; 03.04. Kjell Arholms hus KA U-136; 04.04. Kjølv Egelands hus KE A-202

University of Stavanger, Norway

Both buildings you find on Ullandhaug Campus: Kjølv Egelands hus: Kristine Bonnevies vei 22 Mazemap link to KE E-264: https://link.mazemap.com/StCpOfWl Kjell Arholms hus: Telegrafdirektør Heftyes vei 73 Mazemap link to KA U-134: https://link.mazemap.com/fkyDnR8T Mazemap link to KE A-202: https://link.mazemap.com/WQ2WNkz4 Lunch will be served at our new SIS building, next to Kjølv Egelands hus. Link below is for the room on the first day:

Speaker

Dr Simon Felten

Description

The logarithmic Bogomolov-Tian-Todorov theorem guarantees that infinitesimal deformations of a proper log Calabi--Yau space over a log point are unobstructed once certain cohomological conditions are met. We know that these conditions are satisfied for log smooth and more generally log toroidal spaces. In this talk, I report ongoing joint work with Matthias Zach where we check the cohomological conditions for some families with more general log singularities by means of explicit computation.

Primary author

Presentation materials

There are no materials yet.