【内容简介】
《代数及相关领域最新进展》将介绍代数及领域相关的一些最新研究进展。具体说来，将讨论具c<1的有理顶点算子代数的分类问题。任何这样的顶点算子代数是结合于离散系的Virasoro顶点算子代数的推广。主要思想是用向量值模函数来控制阶化维数。
【目次】
Eiichi Bannai and Etsuko Bannai: Spherical Designs and Euclidean Designs
Yu Chen: Minimal Representation Degree of Affine Kac-Moody Groups
Huah Chu, Shou-Jen Hu and Ming-chang Kang: A Rationality Problem of Certain A4 Action
Zongduo Dai, Kunpeng Wang and Dingfeng Ye: Characterization of Multi-Continued Fractions for Multi Formal Laurent Series
Yi Fang and Zongzhu Lin: Eulerian Trails and Hamiltonian Paths in Digraphs with Anti-involutions
Rongquan Feng and Hongfeng Wu: Efficient Pairing Computation on Curves
Wenbin Guo: Some Ideas and Results in Group Theory
Tayuan Huang, Lingling Huang and Miaow-Ing Lin: On a Class of Strongly Regular Designs and Quasisemisymmetric Designs
Huishi Li: F-Leading Homogeneous Algebras and Gr6bner Bases
Jianbo Liu and Kaiming Zhao: Automorphism Groups of Lie Algebras from Quantum Tori
Yucai Su: Quasifinite Representations of Some Lie Algebras Related to the Virasoro Algebra
George Szeto and Lianyong Xue: On Galois Extensions with an Inner Galois Group
Nanhua Xi: Representations of Algebraic Groups: Some Basics and Progresses
Jiping Zhang and Zhikai Zhang: Brou6's Conjecture for Finite Groups with Abelian Sylow p-Subgroups
Sujing Zhou and Dongdai Lin: An Interesting Member ID-based Group Signature
Curriculum Vitae and Publications of Zhexian Wan