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学术讲座

第204期“博雅大讲堂”

2020-04-28 16:00:00


SHUXUEYUTONGJIXUEXUEYUAN6401JIAOSHI


彩神app :主 题:《数学的意义》

彩神app :主讲人:席南华教授

彩神app :主办单位:本科生院

彩神app :承办单位:数学与统计学学院

彩神app :主讲人简介:

XINANHUA,ZHONGGUOKEXUEYUANYUANSHI,ZHONGGUOKEXUEYUANSHUXUEYUXITONGKEXUEYANJIUYUANYANJIUYUAN、BOSHISHENGDAOSHI、YUANZHANG。1981NIANXINANHUABIYEYUHUAIHUASHIFANGAODENGZHUANKEXUEXIAO;1982NIANJINRUHUADONGSHIFANDAXUESHUXUEXIJIUDUYANJIUSHENG,XIANHOUHUODESHUOSHI、BOSHIXUEWEI;1988NIANBOSHIBIYEHOUJINRUZHONGGUOKEXUEYUANSHUXUEYANJIUSUOBOSHIHOULIUDONGZHAN;1990NIANBOSHIHOUCHUZHANHOULIUSUOGONGZUO,XIANHOUDANRENZHULIYANJIUYUAN、FUYANJIUYUAN、YANJIUYUAN;1994NIANHUODESHOUJIEGUOJIAJIECHUQINGNIANKEXUEJIJINZIZHU;2005NIANHUODEDISHIJIECHENSHENGSHENSHUXUEJIANG;2009NIANDANGXUANZHONGGUOKEXUEYUANYUANSHI;2014NIANZHI2017NIANDANRENZHONGGUOKEXUEYUANDAXUEFUXIAOZHANG;2017NIANDANRENZHONGGUOKEXUEYUANSHUXUEYUXITONGKEXUEYANJIUYUANYUANZHANG。

彩神app :代表性成果:

1. Xi, Nanhua Kazhdan-Lusztig basis and a geometric filtration of an affine Hecke algebra, II. J. Eur. Math. Soc. (JEMS) 13 (2011), no. 1, 207–217.

2. Xi, Nanhua Representations of affine Hecke algebras and based rings of affine Weyl groups. J. Amer. Math. Soc. 20 (2007), no. 1, 211–217.

3. Xi, Nanhua The based ring of two-sided cells of affine Weyl groups of type A˜n−1. Mem. Amer. Math. Soc. 157 (2002), no. 749, xiv+95 pp.

4. Xi, Nan Hua The based ring of the lowest two-sided cell of an affine Weyl group. II. Ann. Sci. École Norm. Sup. (4) 27 (1994), no. 1, 47–61.

5. Xi, Nan Hua Finite-dimensional modules of some quantum groups over Fp(v). J. Reine Angew. Math. 410 (1990), 109–115.

Lusztig, George; Xi, Nan Hua Canonical left cells in affine Weyl groups. Adv. in Math. 72 (1988), no. 2, 284–288.

彩神app :会场要求:

CANJIADI204QI“BOYADAJIANGTANG”DESHISHENG,ANZHAOYIQINGFANGKONGDEXUYAO,DAIKOUZHAO,CELIANGTIWENZHENGCHANG,BANLIQIANDAOSHOUXUHOU,JINRUHUICHANG,HUICHANGSHOUJIBAOCHIJINGMOZHUANGTAI。HUICHANGRENSHUKONGZHIZAI100REN。


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