报告人：Pavle Pandzic 教授（萨格勒布大学）

时间：2022/03/23, 20:00-21:00 (Beijing time)

Zoom ID: 517 680 7232 Passcode: 453060

Zoom link: https://cuhk-edu-cn.zoom.us/j/5176807232?pwd=R0ZxNndFSE5iMkFWaUUvbzZ4ZjJpQT09

报告摘要：We review the notions of associated variety and associated cycle, as well as the multiplicity polynomials attached to a coherent family. Then we show that in certain special cases the Dirac index polynomial is an integer combination of the

multiplicity polynomials, with coefficients independent of the module in question.

报告人简介：Pavle Pandžić is full Professor of University of Zagreb since 2010. He obtained his Ph.D. degree in 1995 from University of Utah. His advisor was D.Miličić. From 1995 to 1998 he was a C.L.E. Moore Instructor at MIT. His main results concern applications of Dirac operators to (g,K)-modules. He received the Annual Croatian State Award for Science in 2012. He was the Editor in Chief of the scientific journal Glasnik matematički.

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邀请人：白占强, 董超平，黄家裕