Mathematical Sciences: Special Year in Algebra: Non-Commutative Rings and Their Applications

华盛顿大学代数特别年将重点介绍非对易环论及其在微分算子环和包络代数中的应用。特色是M.Artin、J.T.Stafford和T.Levasseur以及其他访客全年不同时间的长期访问。华盛顿大学将为这项活动提供大部分资金。环论是代数的一个很大的核心领域，它与数学的许多领域有着相互联系和应用。

This Special Year in Algebra at the University of Washington will emphasize topics in non-commutative ring theory and their applications to rings of differential operators and enveloping algebras. Featured will be long term visits from M. Artin, J. T. Stafford, and T. Levasseur, and other visitors for varying durations throughout the year. The University of Washington will provide the bulk of the funds for this activity. Ring theory is a large core area of algebra that has interconnections with, and applications to, many areas of mathematics.