Reading group: The Geometric Satake Correspondence
This reading group is following the notes of Baumann and Riche on the Geometric Satake correspondence. We are meeting at 2pm on Tuesday afternoons, beginning in Week 2. For more information, contact Joel Gibson.
| Week | Day | Room | Speaker | Planned |
|---|---|---|---|---|
| Week 2 | Tuesday 7th August, 2pm | Carslaw 705 | Giulian | Sections 2.1, 2.2, 2.3 |
| Week 3 | Tuesday 14th August, 2pm | Carslaw 724 | Guilian | Sections 2.2, 2.3 |
| Week 4 | Tuesday 21st August, 2pm | Carslaw 535 | Joel | Sections 2.4, 2.5 |
| Week 5 | Tuesday 28th August, 2pm | Carslaw 535 | Gaston | Sections 3.1 |
| Week 6 | Monday 3rd September, 2pm | Carslaw 535 | Joe & Joel | Exercises |
Previous reading
In Semester 1 of 2018, we held a reading group on Perverse Sheaves, following the notes of Pramod Achar. Here is a list of references used for that reading course:
- Pramod Achar's notes, exercises, and quick reference sheet.
- Methods of Homological Algebra by Gelfand and Manin was used to flesh out many of Pramod's notes.
- Material on t-structures was from Chapter 8 of D-Modules, Perverse Sheaves and Representation Theory by Hotta, Takeuchi, and Tanisaki.
- Basic facts on triangulated categories can be found in Section 1 of Neeman's notes.
Other sources I've found
- These notes taken in a seminar of David Ben-Zvi look really good.