This is a seminar about concretification of higher categorical concepts. This quarter we will study Rotation Invariance in Algebraic -Theory
Other relevant references:
- Higher Algebra (Lurie)
- Higher Topos (Lurie)
- Algebraic
-theory of Spaces (Waldhausen)
- A Universal Characterization of Algebraic
-Theory (Blumberg-Gepner-Tabuada)
- Triangulated Surfaces in Triangulated Categories (Dyckerhoff, Kapranov)
- Barwick’s Course Notes and Paper
- Fibrations in
-categories (Barwick-Shah) (For straightening-unstraightening)
Talk 1 (9/27): Introductory talk (Time: 11am, Place: Lunt 105)
Cabinet: Elden; Shadow: Dylan
Notes: (1)
Talk 2 (10/4): -categories (Time: 11am, Place: Lunt 105)
Cabinet: PVK; Shadow: Kyle
Notes: Courtesy of Nilay
Notes: Paul’s Notes
Talk 3 (10/11): Stable -categories (Time: 11am, Place: Lunt 105)
Cabinet: Piotr; Shadow: Yajit
Notes: Courtesy of Nilay
Talk 4 (10/18): Stable -categories II/(co)Cartesian Fibrations (Time: 11am, Place: Lunt 105)
Pitor/Nilay
Talk 5 (10/25): Introduction to section 5/an -coalgebra structure on
Cabinet: Brian, Shadow: Aron
Talk 6 (11/1): A primer to -operads
Cabinet: Sean, Shadow: Elden
Notes: Sean
Talk 7 (11/8): A primer to -operads II
Cabinet: Sean, Shadow: Elden
Talk 8 (11/15): Graded/Filtered -categories, categorical circle action