报告题目:Singularity category vs relative singularity category
报告人:杨东
时间:2013年3月7日(星期四)15:30-16:30
地点:理科楼数学系A304会议室
摘要: The singularity category of a variety, defined as the Verdier quotient of the bounded derived category of coherent sheaves by the subcategory of perfect complexes, encodes the homological information of the singularity. Similarly, with a non-commutative resolution of the singularity, one can associate the relative singularity category. I will talk about the basic properties of singularity categories and relative singularity categories for affine Gorenstein singularities and discuss the relation between them.
报告人简介:杨东博士是数学系98级本科,2007年博士毕业,之后在欧洲作博士后,现在日本Nagoya大学做JSPS Fellowship。他是近几年来国际代数表示论方向出现的新秀之一,曾在ICRA 2012(Bielefeld)做大会邀请报告。
联系人:朱彬