报告题目:Antisymmetric sums and traces associated to quotient models
报告人:Jingbo Xia
报告时间:12月26日(周二)14:00-15:00
摘要:We consider the quotient module Q of the Hardy module defifined by an analytic set satisfying certain conditions. Solving a previouslyraised problem, we show that certain 2d-antisymmetric sums of module operators are in the trace class. In the case d=1, we derive a trace formula on Q, which answers another previously-raised question.
个人简介:夏经博,纽约州立大学Buffalo分校数学系教授,博士生导师。长期从事函数空间与算子理论方面的研究,在C*-代数、K-理论、Toeplitz算⼦、Hankel算⼦、Arveson-Douglas猜想等方面有过深入研究,在Adv. Math.、J. Funct. Anal.、Amer. J. Math.、Comm. Math. Phys.、Proc. Amer. Math. Soc.等杂志发表论文近百篇。