- Seminar begins: April 11th, 2016.
- Seminar time: Mondays 16:00-18:00
- Seminar location: M101
- George Raptis and I are available by appointment for assisting with talk preparation.
- Detailed list of topics.
- Detailed schedule.
The purpose of this seminar is to study the general theory of higher categories and its
applications. Higher category theory, especially the theory of
This language has been applied to questions in homotopy theory, derived algebra, derived algebraic geometry, topological field theory, and computer science. In addition to conceptualizing classical results by placing them in a more general context, they have proven essential for studying homotopy theories themselves.
The exact subject matter of the seminar will be determined by the participants and their interests.
In particular, participants are encouraged to speak about related topics arising in recent research
papers. We also encourage participants to give talks on various foundational topics including, but
not limited to, models for
Participants should have some familiarity with the theory of
- 11.4.2016 (Justin Noel and Georgios Raptis) Introduction and program.
- 18.4.2016 (Daniel Schaeppi) The Riehl-Verity approach to quasicategories I.
- 25.4.2016 (Daniel Schaeppi) The Riehl-Verity approach to quasicategories II.
- 2.5.2016 (Kim Nguyen) Cartesian fibrations.
- 9.5.2016 (Tom Fiore) Adjoint functors between
- 23.5.2016 (Christoph Schrade) Presentable
- 30.5.2016 (Christoph Schrade) Presentable
- 6.6.2016 (Koen van Woerden) Homotopical algebra
- 13.6.2016 (Justin Noel) Marked simplicial sets and the cartesian model structure (notes).
- 20.6.2016 (Oriol Raventos) Monoidal
- 27.6.2016 (Kim Nguyen) The Ando-Blumberg-Gepner-Hopkins-Rezk approach to Thom spectra.
- 4.7.2016 (Christoph Eibl) Homotopical sheaf theory
- 11.7.2016 (Georgios Raptis)