• 検索結果がありません。

2014年度表現論シンポジウム プログラム

N/A
N/A
Protected

Academic year: 2021

シェア "2014年度表現論シンポジウム プログラム"

Copied!
2
0
0

読み込み中.... (全文を見る)

全文

(1)

2014

年度表現論シンポジウム

Symposium on Representation Theory 2014

世話人: 松澤淳一(奈良女子大学) 示野信一(関西学院大学) 下記のように2014年度表現論シンポジウムを開催致しますので,ご案内申し上げます。 記 日程: 2014年11月25日(火)夕方∼28日(金)昼 場所: 夢海游淡路島(兵庫県洲本市) 〒656− 0024 兵庫県洲本市山手1− 1 − 50 プログラム 11月25日(火)

19:30–19:50 岡本健太郎(九州大学)Kentaro Okamoto(Kyushu University)

特殊な場合の組み紐に関するゼータ関数の性質 

Zeta function of the braid of a special case, and its properties 20:00–20:15 田村朋之(九州大学)Tomoyuki Tamura (Kyushu University)

有限群の整数値指標である表現の交代テンソル積表現

Exterior powers of representations of finite groups with integer-valued char-acters

20:25–21:15 中濱良祐(東京大学)Ryosuke Nakahama (University of Tokyo)

Norm computation and analytic continuation of vector-valued holomorphic discrete series representations

11月26日(水)

9:00–9:50 笹木集夢(東海大学)Atsumu Sasaki (Tokai University) Visible actions on spherical nilpotent orbits

10:10–12:00 小林俊行(東京大学)Toshiyuki Kobayasi (University of Tokyo) Symmetry Breaking Operators and Branching Problems

13:30–14:20 Fanny Kassel(CNRS, Lille University)

Spectral analysis on non-Riemannian locally symmetric spaces 14:30–15:20 久保利久(東京大学)Toshihisa Kubo(University of Tokyo)

(2)

15:30–16:20 奥田隆幸(広島大学)Takayuki Okuda (Hiroshima University)

リーマン対称空間中の全測地的曲面と冪零軌道の関係について

Totally geodesic surfaces in Riemannian symmetric spaces and nilpotent orbits

16:30–17:20 北川宜稔(東京大学)Masatoshi Kitagawa (University of Tokyo) ユニタリー表現の分岐則と複素化について 

Branching laws for unitary representations and complexification 17:30–18:20 吉永正彦(北海道大学)Masahiko Yoshinaga (Hokkaido University)

超平面配置と特性多項式 

Hyperplane arrangements and characteristic polynomials.

11月27日(木)

9:00–10:50 並河良典(京都大学)Yoshinori Namikawa (kyoto University)

べき零多様体の代数幾何学的特徴づけ

A characterization of nilpotent varieties of complex semisimple Lie algebras 11:00–11:50 河上哲(奈良教育大学)Kawakami Satoshi(Nara University of Education)

Representations of a semi-direct product hypergroup

12:00–12:30 釣井達也(大阪府立大学)Tatsuya Tsurii (Osaka Prefecture University) Deformations of finite groups and hypergroups

14:00–18:00 自由討論

11月28日(金)

9:00–9:50 川村晃英(京都大学)Koei Kawamura (Kyoto University)

有限体上の群不変フーリエ変換とq-超幾何多項式

q-Krawtchouk Polynomials as Kernel Functions of Group-invariant Fourier Transformation over a Finite Field

10:00–10:50 山口尚哉(九州大学)Naoya Ymaguchi (Kyushu University)

群環を成分にもつ行列の行列式

Determinant of Matrices of Group Algebras

11:00–11:50 加瀬遼一(奈良女子大学)Ryoichi Kase (Nara Women’s University) Taking tilting modules from the poset of support tilting modules

参照

関連したドキュメント

Let G be an affine algebraic group. With the aid of {V k } k , we can define the equi- variant derived category of D-modules similarly to the sheaf case. Although we do not

Also, if G has real rank at least 3, we provide a C ∞ classification for volume-preserving, multiplicity free, trellised, Anosov actions on compact

§ 10. Top corner of the triangle: regular systems of weights We start anew by introducing the concept of a regular system of weights. in the next section. This view point

The Heisenberg and filiform Lie algebras (see Example 4.2 and 4.3) illustrate some features of the T ∗ -extension, notably that not every even-dimensional metrised Lie algebra over

This applies to the case where the induced action 1 ϕ acts transitively on the base manifold and states that each point in the bundle gives rise to a bijection between the set

Given a principal fibre bundle with structure group S, and a fibre transitive Lie group G of automorphisms thereon, Wang’s theorem identifies the invariant connections with

In [18] we introduced the concept of hypo-nilpotent ideals of n-Lie algebras, and proved that an m-dimensional simplest filiform 3-Lie algebra N 0 can’t be a nilradical of

When L is a complex simple Lie group, the spherical nilpotent orbits for the adjoint action of L on its Lie algebra have been determined by Panyushev [22].. and