报告人：Prasit Bhattacharya
报告时间：2020年4月24日，上午9：00-10：00
报告方式：会议使用瞩目会议软件（软件下载地址为https://www.zhumu.com/download），会议号为146538096 报告人及内容简介：
Prasit Bhattacharya，美国印第安纳大学博士，现为美国维吉尼亚大学博士后，曾在Adv. in math 等知名杂志发表论文数篇，研究方向：代数拓扑。
The Stable homotopy groups of spheres is a graded ring which is a fundamental object in Mathematics. This ring is at the interface between geometry and algebra as it is simultaneously the cobordism ring of frame manifolds and the ring of K-theoretic groups of finite sets. In this talk, I will introduce and describe my contribution towards two classical problems in the subject:
(1) Periodicity problems of v_n-self-maps, which results in infinite families in the stable homotopy groups of spheres.
(2) Homotopy coherence of associative structure of a class of objects called Moore spectra, which throws light on structural properties of the sphere spectrum (whose homotopy groups form the ring of stable homotopy groups of spheres).
