Our goal is to study to study the 9 author papers on hermitian K-theory for stable infinity-categories, as well as related papers applying these results. You can find the proposal here.
Schedule
1, Jan 25 – Introduction: Sander.
2, Feb 1 – Poincare categories: Jonathan.
3, Feb 8 – Poincare objects: Jacob.
4, Feb 15 – Examples: Poincare structures on modules: Sander.
5, Feb 22 – Examples: Poincare structures on parametrised spectra: Marco.
6, Feb 29 – Cobordism categories: Alice.
7, Mar 7 – Additivity theorem: Pierre.
8, Mar 14 – Grothendieck-Witt spectra and the Bott-Genauer sequence: Sander.
9, Mar 21 – L-theory spectra and the fundamental fibre square: Ismael.
10, Mar 28 – Applications to Hermitian K–theory of rings: Arnab.
11, Apr 4 – Stable moduli spaces of Hermitian forms: Grigorii.