报告人简介：

John Erik Fornaess教授现任教于挪威理工大学，亦曾为美国普林斯顿大学和密西根大学的教授。Fornaess教授是世界知名的多复变函数理论专家，曾获得美国数学学会 Bergman 奖 及于1982年世界数学家大会作邀请报告。Fornaess教授也是挪威科学院和文学院院士。

报告内容简介：

If U is a bounded domain in Cn and p is a point in U, one considers all 1-1 holomorphic maps from U to the unit ball which map p to the origin. One then considers the balls centered at the origin contained in the image of the map. The largest possible radius is called the squeezing function SU(p). I will discuss some recent results on the squeezing function.

主持人：吴瑞聪