数学学院（珠海）杰出学者讲座-The Ru-Vojta inequality and its applications

讲座题目：The Ru-Vojta inequality and its applications 

讲座时间 Datetime: 2024年8月31日，周六，16:00-18:00

地点 Venue: 海琴二号A457

主持人 Host：邵国宽 副教授

报告人 Speaker: 汝敏 教授

单位 Affiliation: 休斯顿大学

报告摘要 Abstract:

The joint work with Paul Vojta has found many applications, especially in the study of the G.C.D. problem and related topics by Julie Tzu-Yueh Wang and her collaborators. In this talk, I will give a brief introduction to the Nevanlinna theory and describe the so-called the "Ru-Vojta inequality". I will then discuss its applications. Finally, I will present the most recent joint work with Julie Tzu-Yueh Wang regarding the defect relation for holomorphic maps into ${\Bbb P}^n({\Bbb C})$ intersecting the divisor with $n+1$ irreducible components, as well as the abc theorem for the orbifold case.

报告人简介：

汝敏，美国休斯敦大学教授，美国数学学会会士。汝敏教授于1983年获得华东师范大学学士学位，1990年获得美国圣母大学博士学位。1992年至1995年任哈佛大学Benjamin Peirce助理教授。2002年至今为休斯顿大学教授。汝敏教授的研究方向为复几何与代数几何，尤其在Nevanlinna理论和丢番图逼近等问题做出十分卓越的工作，文章发表在Invent. Math., Ann. of Math., J. Differential Geom., Crelle, Amer. J. Math., Math. Ann., Tran. Amer. Math. Soc.等国际一流数学期刊上。