Graduate Algebraic Geometry Seminar
See-Hak Seong
UIC
Rational curves on general type hypersurfaces
Abstract: There is a Voisin's conjecture, which states that there would be a bounds for the degree of rational curves, when those curves lie on a very general hypersurface of general type. Recently, Riedl and Yang showed that all the rational curves in hypersurface will be lines, when we work on specific degree of hypersurfaces. I will talk how they worked on this problem.
Wednesday October 3, 2018 at 2:00 PM in 712 SEO