“Geometry from stability conditions”
Mon 16th - Fri 20th February 2015, University of Warwick
The topic of this workshop will be applications of the theory of stability conditions to results in algebraic geometry.
Scope: Birational geometry of moduli spaces. Stability conditions on threefolds.
Potential connections to the Gross-Siebert programme via wall-crossing and mirror symmetry.
- Arend Bayer (Edinburgh)
- Tom Bridgeland (Sheffield)
- Aaron Bertram (Utah)
- Alastair Craw (Bath)
- Izzet Coskun (UIC)
- Mark Gross (Cambridge)
- Jack Huizenga (UIC)
- Akishi Ikeda (Tokyo)
- Kohei Iwaki (Kyoto)
- Chunyi Li (Edinburgh)
- Antony Maciocia (Edinburgh)
- Emanuele Macrì (Ohio State)
- Howard Nuer (Rutgers)
- Dulip Piyaratne (IPMU)
- Ivan Smith (Cambridge)
- Paolo Stellari (Milano)
- Jacopo Stoppa (Pavia)
- Tom Sutherland (Pavia)
- Yukinobu Toda (IMPU)
- Matthew Woolf (UIC)
- Kota Yoshioka (Kobe)
- Yu Qiu (NTNU)
Surrounding the workshop, from February 8 until February 27, there will be a three week concentration period
on connections between birational geometry and stability conditions. Everyone is invited to attend. Please
see the links above for the schedule of talks in the weeks before and after the workshop.
There may be funding available for junior participants to attend the workshop or the whole concentration period.
Please contact the organizers if you are interested.
- firstname.lastname@example.org and email@example.com.
@ Warwick Mathematical
Institute, University of Warwick, Coventry, CV4 7AL, United
Funded by the Engineering and Physical Sciences Research