Supplementary material for the Introduction to Soergel bimodules by B. Elias, S. Makisumi, U. Thiel, G. Williamson
Here you can find supplementary material for the Introduction to Soergel bimodules by B. Elias, S. Makisumi, U. Thiel, G. Williamson.
Please check out our erratum. We thank everyone for comments and corrections!
- Coxeter complex for A3, B3, and affine A2
- Example computations of Kazhdan–Lusztig bases in types A3, B3, and affine A2
| # | Topic |
|---|---|
| 1A, 1A+ | Coxeter groups |
| 1B, 1B+ | KL basis |
| 2A, 2A+ | Demazure operator, Frobenius extensions |
| 2B, 2B+ | Diagrammatics |
| 3A, 3A+ | Diagrammatics for Soergel bimodules |
| 3B, 3B+ | Light leaves |
| 4A, 4A+ | Intersection form |
| 4B, 4B+ | Krull–Schmidt |
| 5A, 5A+ | Lefschetz linear algebra |
| 5B, 5B+ | Category O |
| 6A, 6A+ | Hodge theory |
| 6B, 6B+ | Rouquier complexes |
| 7A, 7A+ | Cells |
| 7B | Full twist |