Supplementary material for the Introduction to Soergel bimodules by B. Elias, S. Makisumi, U. Thiel, G. Williamson
- 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 |