March 25 - March 30, 2012
4:00AM - 4:00AM
Banff International Research Station, Banff, Alberta Canada
Add to Calendar
2012-03-25 04:00:00
2012-03-30 04:00:00
Algerbraic Stacks: Progress and Prospects
The workshop plans to bring together several of the leading experts in related fields along with several post-docs and advanced graduate students working in these areas. The talks will discuss the current state of development and explore prospects for future progress in this area. Our goal is to combine various camps of mathematicians working in aspects of geometric representation theory, differential graded algebraic geometry, algebraic topology and mathematical physics and who make use of algebraic stacks and stack theoretic techniques from possibly diverse points of view so as to promote exchange of ideas between these various camps
Banff International Research Station, Banff, Alberta Canada
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
Add to Calendar
2012-03-25 04:00:00
2012-03-30 04:00:00
Algerbraic Stacks: Progress and Prospects
The workshop plans to bring together several of the leading experts in related fields along with several post-docs and advanced graduate students working in these areas. The talks will discuss the current state of development and explore prospects for future progress in this area. Our goal is to combine various camps of mathematicians working in aspects of geometric representation theory, differential graded algebraic geometry, algebraic topology and mathematical physics and who make use of algebraic stacks and stack theoretic techniques from possibly diverse points of view so as to promote exchange of ideas between these various camps
Banff International Research Station, Banff, Alberta Canada
College of Arts and Sciences
asccomm@osu.edu
America/New_York
public
The workshop plans to bring together several of the leading experts in related fields along with several post-docs and advanced graduate students working in these areas. The talks will discuss the current state of development and explore prospects for future progress in this area. Our goal is to combine various camps of mathematicians working in aspects of geometric representation theory, differential graded algebraic geometry, algebraic topology and mathematical physics and who make use of algebraic stacks and stack theoretic techniques from possibly diverse points of view so as to promote exchange of ideas between these various camps