Wednesday, November 16
Milner 317, 12:30 PM
Title: Integral points and the complex hyperbolicity on the complements of divisors
Abstract: Recently, Corvaja and Zannier obtained a very simple and elegant proof of Siegel's theorem by using Schmidt's subspace theorem. In this talk, I'll discuss how their approach can be used to obtain results on integral points on higher-diemensional varieties(using Schmidt's subspace theorem), and analogously, using Cartan's Second Main Theorem, to obtain the results on holomrophic curves in higher-dimensional complex projective varieties.