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学术报告
学术报告
汕头大学Ying Zong(宗嬴)教授关于Hilbert Moduli Space的系列学术报告通知
发布人:蔡易??威尼斯官方网站:2018-09-19?? 浏览次数:560

应数学系和数学研究院张毅超教授邀请,汕头大学Ying Zong(宗嬴)教授将于920日至924日对威尼斯官方网站登录数学系和数学研究院进行学术访问。访问期间将做系列报告,共计三次,欢迎有兴趣的同学们和老师们参加。具体时间与内容如下:

 

报告1时间:2018921日上午900-1130

Title and Abstract: Basics: we review algebraic space, abelian algebraic space, polarization, and review the theorem of cube/square, the Chern class of an invertible module in both senses of de Rham and crystalline.

 

报告2时间:2018921下午145-330

Title and Abstract: Moduli problem. The construction consists of proving the representability of a moduli functor of polarized abelian schemes with real multiplication by the ring of integers R of a totally real number field. Its various toroidal compactifications is obtained again as moduli problems by considering degenerations of the abelian schemes.

 

报告3时间:2018921下午345-515

Title and Abstract: Singularities. The degenerations considered in part 2 can be made not to produce singularities on the corresponding moduli. But there are 'inner' singularities caused by the ramification of R. There exist local models by Deligne describing these singularities, which is the focus of this talk.

报告地点统一安排在格物楼522。另外将安排两次座谈,主题是代数几何与希尔伯特模空间,请有兴趣的同学和老师们在假期中关注。

 

报告人简介Ying Zong,汕头大学教授。博士毕业于美国宾夕法尼亚大学,在多伦多大学等多所大学从事过博士后研究。研究方向是代数几何与代数数论。


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