The research of algebra as fundamental tools of Mathematical Science

我们就代数的许多主题举行了21次专题讨论会。其中，(1)第40、41届代数学术研讨会，(2)第12届代数组合学术研讨会，(3)第3、4届模形式暑期学校，(4)第28届环理论学术研讨会，(5)半群、语言及相关主题学术研讨会，(6)第17届交换环理论学术研讨会，(7)解析数论国际学术会议，(8)第29届环理论与表示理论学术研讨会，(9)第6届代数表示理论学术研讨会，（10）代数数论与费马大定理学术会议，（11）计算与代数学术会议，（12）代数群的模形式学术会议，（13）zeta函数与模形式学术会议，（14）数论学术会议，（15）汤普森级数学术研讨会。在这些研讨会上宣布和讨论的主题的细节作为会议记录出版。

We held 21 symposiums on many topics in algebra. Among them, there are (1) The 40th, 41st Algebra Symposiums, (2) The 12th Symposium on algebraic combinatorics, (3) The 3rd, 4th Summer School on modular forms, (4) The 28th Symposium on ring theory,(5) Conference on semi group, language and related topics, (6) The 17th Symposium on commutative ring theory, (7) International conference on analytic number theory, (8) The 29th Symposium on ring theory and representation theory, (9) The 6th Symposium on representation theory of algebra, (10) Conference on algebraic number theory and Fermat's Last Theorem, (11) Conference on computation and algebrs, (12) Conference on mondular forms on algebraic groups, (13) Conference on zeta functions and modular forms, (14) conference on number theory, (15) Workshop on Thompson series.The details of topics which are announced and discussed in these symposiums are published as proceedings.