Transformation groups 2017

2017年变换群会议将是一次专门研究变换群理论各个方面的数学家会议。大会将于2017年12月14日至19日在莫斯科独立大学举行。演讲者将是转型团体各方面的主要专家，他们对这一领域和相关领域做出了重大贡献。这次会议将是一项重大活动，将吸引数学界中从事变换群论各个方面工作的一大部分人。广泛的范围和当前对将在会议上讨论的主题的极大兴趣将使它对职业生涯早期的数学家特别有用。从代数几何到表示论再到分析，变换群论在数学的各个领域都扮演着重要的角色。会议的目的是介绍以下相关主题的最新进展：代数群和几何不变量理论，包括球面变元理论；微分几何、分析和拓扑中的变换群；李代数及其推广的结构和表示理论，如仿射和顶点代数或W-代数；以及李群和离散变换群的离散子群。欲了解有关此次会议的更多详情，请访问https://www.mccme.ru/tg2017/.。

The conference Transformation Groups 2017 will be a meeting of mathematicians specializing in various aspects of transformation group theory. The conference will be held on December 14-19, 2017, at the Independent University of Moscow. The speakers will be leading experts in various aspects of transformation groups who are making major contributions to this and related fields. The conference will be a major event, attracting a large segment of the mathematical community working in various aspects of transformation group theory. The broad spectrum and great current interest in the topics to be discussed at the conference will make it especially useful for early-career mathematicians. Transformation group theory plays an important role in various areas of mathematics, from algebraic geometry to representation theory to analysis. The aim of the conference is to present current progress on the following related topics: algebraic groups and geometric invariant theory including the theory of spherical varieties; transformation groups in differential geometry, analysis and topology; structure and representation theory of Lie algebras and their generalizations, such as affine and vertex algebras or W-algebras; and discrete subgroups of Lie groups and discrete transformation groups. More details about the conference are available at https://www.mccme.ru/tg2017/.