Intersection of holomorphic curves with generic hypersurfaces

About the Seminar

This seminar centered loosely around algebraic dynamics, complex dynamics, and related topics. We meet weekly for a 90-minute talk, with the first 30 minutes aiming towards non-experts and graduate students. After the talk we will have 30 minutes of informal discussion.

More information about the seminar can be found at:

https://ywfan-math.github.io/ADCD.html

Abstract

Let f be holomorphic curve in a complex projective manifold X. I will explain why the geometric intersection of the (transcendental) curve f with a very generic divisor of a very ample line bundle L on X is of maximal growth and f almost misses general enough analytic subsets on X of codimension at least 2. This is a joint-work with Dinh Tuan Huynh.

Speaker

I am currently a professor at Department of Mathematics and Computer Science, University of Cologne.

Research interests

☑ Pluripotential theory

☑ Complex dynamics and foliations

☑ Complex geometry

Home page

http://www.mi.uni-koeln.de/~vuviet/index.html