报告信息

1.陈佳蕾: Preprojective algebras and a new type quantum group at roots of unity 陈佳蕾报告PPT 陈佳蕾报告视频

2.杜   磊: Cohomologies of Lie coalgebras and their applications 杜磊报告PPT 杜磊报告视频

3.高   兴: Rota's program on algebraic operators and operated Hopf algebras 高兴报告PPT 高兴报告视频

4.何济位: Koszul duality of K2 algebras with applications to Nichols algebras 何济位报告PPT 何济位报告视频

5.李康桥: Some properties of non-pointed Hopf algebras generalized from pointed ones 李康桥报告PPT 李康桥报告视频

6.黎允楠: Coherent unit actions on braided operads and Hopf algebras 黎允楠报告PPT 黎允楠报告视频

7.刘公祥: Finite dual and Hopf pairing 刘公祥报告PPT 刘公祥报告视频

8.刘   玲: BiHom-Novikov algebras and perturbations of BiHom-Novikov-Possion algebras 刘玲报告PPT 刘玲报告视频

9.刘智敏: On Drinfeld centers of braided tensor categories 刘智敏报告PPT 刘智敏报告视频

10.陆   涛: On representations of smash product algebras of Uq (sl2 )

11.马天水: Rota-Baxter Hopf π-(co)algebras 马天水报告PPT 马天水报告视频

12.孙   华: Representations of small quasi-quantum group uq (sl2 ) 孙华报告PPT 孙华报告视频

13.石聿兴: Finite-dimensional Nichols algebras over Suzuki Hopf algebras石聿兴报告PPT 石聿兴报告视频

14.王志华: The Casimir number and the determinant of a fusion category 王志华报告PPT 王志华报告视频

15.肖占魁: Tilting modules, dominant dimensions and Brauer-Schur-Weyl duality 肖占魁报告PPT 肖占魁报告视频

16.冯   鸽: Quantum (dual) Grassmann superalgebra as Uq(gl(m|n)) 冯鸽报告PPT 冯鸽报告视频

17.许勇军: Hopf PBW-deformations of quantum group Uq(𝑠𝑙2∗) and (deformed) preprojective algebras of type A 许勇军报告PPT 许勇军报告视频

18.叶   郁: Higher degree forms and tensors 叶郁报告PPT 叶郁报告视频

19.喻厚义: Renormalization of quasisymmetric functions 喻厚义报告PPT 喻厚义报告视频

20.俞晓岚: Calabi-Yau property under Morita-Takeuchi equivalence 俞晓岚报告PPT 俞晓岚报告视频

21.于志强: Classification of fusion categories and factorizable semisimple Hopf algebras 于志强报告PPT

22.郑   英: Root multiplicities for Nichols algebras of diagonal type of rank two 郑英报告PPT 郑英报告视频

23.朱海星: Braided biGalois objects and their applications in the computation of some Brauer groups朱海星报告PPT 朱海星报告视频

24.朱瑞鹏: Skew Calabi-Yau property of Hopf-Galois extension 朱瑞鹏报告PPT 朱瑞鹏报告视频

 

 

 

 

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