| Monday | Tuesday | Wednesday | Thursday | Friday |
| August 31, 2020 classes begin Chapter 1, up to page 5. |
September 1 | 2
Chapter 1, up to page 9. |
3 | 4
Chapter 1. |
| 7 Labor Day
Labor Day, no class |
8 | 9
Modules, composition factors of modules, |
10 | 11
Double centralizer theorem. |
| 14
Representations, similarity, and characters |
15 | 16
Regular modules and characters |
17 | 18
Orthogonality relations |
| 21
Orthogonality relations |
22 | 23
Orthogonality relations. |
24 | 25
Orthogonality relations |
| 28
Characters and integrality |
29 | 30
Burnside’s Theorem on zeros of characters |
October 1 | 2
Homecoming, no class |
| 5
Products of characters |
6 | 7
Students present homework |
8 | 9
Frobenius-Schur Theorem |
| 12
Frobenius-Schur Theorem |
13 | 14
Frobenius-Schur Theorem |
15 | 16
Frobenius-Schur Theorem |
| 19
Frobenius-Schur Theorem |
20 | 21
Brauer-Fowler Theorem |
22 | 23
Invariant inner products |
| 26
Taketa’s Theorem |
27 | 28
Cauchy-Frobenius Lemma |
29 | 30
Mackey’s Theorem |
| November 2
Artin’s Theorem |
3 | 4
Artin’s Theorem |
5 | 6
Clifford’s Theorem |
| 9
Clifford’s Theorem |
10 | 11 Veterans Day
No class |
12 | 13
David Burrell |
| 16
Tharusha Bandara |
17 | 18
Andrew Latham |
19 | 20
Normal subgroups
|
| 23
Harold Jimenez Polo |
24 | 25 Thanksgiving
No class |
26 Thanksgiving | 27 Thanksgiving
No class |
| 30
Frobenius’s Theorem |
December 1 | 2
Rings of characters and some ideals |
3 | 4
Brauer’s Theorem |
| 7
Paul Schwartz |
8 | 9 last class day
Brauer’s Theorem |
10 reading/review | 11 reading/review
|