表現論セミナー Groups of Lie Type and category $\mathcal{O}$
- 開催日時
- 2013年
11月
25日
14時
45分
~
2013年
11月
25日
16時
15分
- 場所
- 理学部3-413
-
講演者
- 宮地 兵衛氏 (大阪市立大理)
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- I would like to talk about some topics on modular representation theory of finite groups of Lie type in non-defining characteristic.
The main body of this talk is based on joint works with R. Rouquier. In this work, we shall find a certain subcategory of module category $\mathcal{O}_l(G)$of finite groups of Lie type $G$ in non-defining characteristic $l>0$ and find a certain good relationship between category $\mathcal{O}(W)$ of the rational Cherednik algebra associated with the Weyl group $W$ of $G$ and a certain charge.
If I have enough time, I would like to talk about some current developments and conjectures of those modular representation theory.
- 関連項目
- 表現論セミナー
研究集会・セミナー・集中講義の一覧へ