越南Nguyen Van Thin博士学术报告

报告题目: Some applications of second main theorem in Nevanlinna-Cartan theory and Schmidt’s subspace theorem for moving hypersurface targets

报告人：Nguyen Van Thin 博士

报告地点：理学院A513多功能厅

报告时间：2018年10月19日（周五）上午：10:30-11:30

报告摘要: This talk contain three parts. First, we give some applications of Nevanlinna-Cartan theory in normal family of holomorphic curve. We extend the normality criteria of Montel to a family F of holomorphic mappings from a domain D of the complex plane C into projective space Pn(C): Furthermore, the Lappan's five points theorems are extended to holomorphic curve. Second, we present a second main theorem theorem for holomorphic curve intersecting one hypersurafce in projective space. Recently, Cherry-Dethlo-Tan obtained a Second Main Theorem for holomorphic curve intersecting hypersurfaces intersecting projective varieites. The end, we shall give the counterpart of their Second Main Theorem in Diophantine approximation.

报告人简介：Dr. Nguyen Van Thin is a Postdoctoral researcher at School of Mathematics,  Shandong University. He comes from Vietnam. He is a Ph.D at Thai Nguyen  University of Education. He is a member of  Vietnam mathematical society, also a reviewer for  American mathematical society. His main research lies Nevanlinna theory and related problems.  Recently, He also consider some topic in elliptic equations involving nonlocal fractional operators. He has been published 11 papers on SCIE and 4 papers in SCI. He got many awards from Ministry of Education and Training of Vietnam.