Date | Speaker | Title | Notes |
---|---|---|---|
06/13 | Craig Corsi | Jordan, Hölder, Krull, and Schmidt. | |
06/15 | Andrew Hardt | Semisimple algebras. | 1. |
06/20 | Elizabeth Kelley | An introduction to quiver algebras. | 1. |
06/22 | Galen Dorpalen-Barry | On the automorphism group of a matroid. | 1. |
06/27 | Esther Banaian | Attempts at constructing the cluster category. | 1. |
06/29 | Eric Stucky | Rational Cherednik algebras via PBW theorems. | 1. 2. 3. |
07/06 | Theodosios Douvropoulos | Rational Cherednik Algebras, Ep. 2: Attack of the finite modules. | 1. 2. 3. |
07/13 | Ben Strasser | Nilpotent Gelfand pairs and the Heisenberg fan. | |
07/20 | Nick Early | Permutohedral plates: new geometric structures for the classical Worpitzky identity | 1. |
07/27 | Thomas McConville | A gentle algebra talk. | |
08/01 | Peter Webb | Representation stability and FI modules. | 1. |
08/03 | Cihan Bahran | Representation stability in the cohomology of configuration spaces. | 1. |
08/10 | Vic Reiner | Cohomology of configurations in d-space. | |
08/17 | Mike Loper | Koszul algebras. |
Date | Speaker | Title | Notes |
---|---|---|---|
05/24 | Cihan Bahran | Basic notions of finite-dimensional algebras. | 1. 2. |
05/26 | Craig Corsi | Quiver algebras. | 1. |
06/02 | Cihan Bahran | An intro to modular representation theory. | 1. |
06/14 | Alexander Garver | Module categories with a view to Auslander-Reiten Theory. | 1. |
06/16 | Alexander Garver | Auslander-Reiten quivers for string algebras. | 1. |
06/21 | Theo Douvropoulos | The Okounkov-Vershik approach to the representation theory of $S_n$: An introduction. | 1. |
06/23 | Elise DelMas | The Okounkov-Vershik approach to the representation theory of $S_n$. | 1. |
06/28-06/30 | Will Grodzicki | Complex Representations of $GL(2,F_q)$. | |
07/05-07/07 | Theo Douvropoulos | Some not-so-complicated representation theory of Complex reflection groups. | |
07/12-07/14 | Michael Chmutov | Introduction to Hecke algebras. | 1. 2. |
07/21 | Henry Kvinge | Categorical representation theory and Khovanov's Heisenberg category. |