2024群与表示及相关问题专题讲习班

代数学是研究各类代数结构的学问，其中一个有代表性的核心概念是群。群在物理和化学等其它学科具有重要的应用，是科学研究的重要对象。为了引导国内研究生进入群论研究的前沿，了解群的最新发展动态，促进国内群论相关领域的合作与交流，进一步丰富和发展群理论，加强群在其他领域的应用，本项目拟于2024年7月13日至8月5日依托伊犁师范大学举办“2024群与表示及相关问题专题讲习班”。本次讲习班内容包括：无限群引论、Isaacs的特征标π-理论简介、有限群的块论简介、算术表示论等四门基础课和代数表示论中的几个同调猜想前沿专题课，以及相关学术报告。

Algebra is the study of various algebraic structures. One of the representative core concepts is group. Groups have important applications in other disciplines such as physics and chemistry , and are important objects of scientific research. In order to guide domestic graduate students into the forefront of group theory research, understand the latest development of groups, promote domestic cooperation and exchange in relevant fields of group theory , further enrich and develop group theory, and strengthen the application of groups in other fields, the project is planned to hold the "2024 mthematic workshop on groups and representation and related issues" from July 13 to August 5, 2024 in yili Normal University . The contents of this workshop include four basic courses:Infinite group guidance , the characteristic π-theory of lsaacs , Introduction to block theory of finite groups,Arithmetic representation theory and also some homological conjectures in algebraic representation theory, as well as related academic reports.