Hopf Algebras, Tensor Categories and Related Topics

Nicolas Andruskiewitsch, Universidad Nacional de Cordoba-CONICET, Argentina. Gongxiang Liu, Nanjing University, China. Susan Montgomery, University of Southern California, Los Angeles, CA. Yinhuo Zhang, University of Hasselt, Hesselt, Belgium.

G. Bohm and J. Vercruysse, BiHom Hopf algebras viewed as Hopf monoids
K. A. Brown and J. J. Zhang, Survey on Hopf algebras of GK-dimension 1 and 2
D. Bulacu and B. Torrecillas, On braided double-biproduct Hopf algebras
J. Fuchs, G. Schaumann, and C. Schweigert, Module Eilenberg-Watts calculus
L. Guo and L. Li, Coherent unit actions on braided operads and Hopf algebras
N. Hu and R. Zhuang, A novel quantum affine algebra of type $A^{(1)}_1$ and its PBW basis
H.-L. Huang, G. Liu, Y. Yang, and Y. Ye, Finite quasi-quantum groups over abelian groups
Y. Kashina and Y. Sommerhauser, On biproducts and extensions
S. Natale, On the notion of exact sequence: From Hopf algebras to tensor categories
T. Shibata, Algebraic supergroups and their representations
K. Shimizu, Hopf algebraic methods in finite tensor categories: characters and integrals
M. Wakui, Indecomposability of weak Hopf algebras
Y. Yang and Y. Zhang, Quasi-Hopf algebras of Cartan type and small quasi-quantum groups