FRG Workshop on Moduli Spaces of sheaves and Bridgeland Stability
UIC
December 7-9, 2018



Minicourses:

Speakers:

Organizers: İzzet Coşkun (U. Illinois at Chicago), Howard Nuer (U. Illinois at Chicago), Aaron Bertram (U. Utah), Jack Huizenga (Penn State U.), Emanuele Macri (Northeastern U.)


Registration: Registration is free and open to everyone. If you are planning to attend, please register by October 30, 2018 by filling out the registration form here. There may be limited funds available for graduate students and post-docs. If you would like to be considered for financial aid, please apply by October 15, 2018 and have a recommendation letter from your advisor be forwarded to uicagworkshops@gmail.com


Registered participants: You can find a list of registered participants here


Schedule:
Friday:
3:00-4:00 Arend Bayer in Lecture Center D5
4:15-5:15 Benjamin Schmidt in Lecture Center D2

Saturday:
9:30-11:00 Arend Bayer
11:20-12:00 Sarah Frei
1:30-2:10 Daniel Levine
2:10-2:50 Benjamin Sung
3:15-4:15 Jarod Alper
4:30-5:30 Laure Flapan

Sunday:
9:00-10:30 Jarod Alper
10:45-11:25 John Kopper
11:25-12:05 Franco Rota

The lectures on Saturday and Sunday will take place in Lecture Center D4. Note that the Friday lectures will take place in Lecture Center D5 and D2, respectively. See the campus map for directions
Titles and Abstracts: The titles and abstracts can be found here



Travel Information:

Accommodations: We will make hotel reservations directly for participants receiving support from the conference. All other participants should make their own arrangements.

Important Information about Travel Reimbursement : Visitors who will receive funding from NSF must fly a US carrier in order to receive airfare reimbursement. When US carriers have code-share agreements with foreign carriers, you may use a foreign carrier only if the flight number has a US carrier name. If you are not a US citizen or permanent resident, please do not make your own travel arrangements, but contact us for travel arrangements.





We are greatful for the generous support of the University of Illinois at Chicago, the Department of Mathematics, Statistics, and Computer Science, the Visitors' Fund and the National Science Foundation. Any opinions, findings, and conclusions or recommendations expressed in this material are those of the author(s) and do not necessarily reflect the views of the National Science Foundation.