4 papers · 1 filter
Computing Jet Differentials and the Green-Griffiths-Lang Conjecture for Complements of Smooth Plane Curves
Ryan Contreras, Joseph Cummings, Eric Riedl +1
We study the Green-Griffiths-Lang Conjecture for complements of smooth plane curves. We develop an effective method for computing a family of negatively twisted invariant logarithm…
Codimension of jumping loci
Brian Lehmann, Eric Riedl, Sho Tanimoto
Suppose that is a vector bundle on a smooth projective variety . Given a family of curves on , we study how the Harder-Narasimhan filtration of $\mathcal{E}…
Non-free sections of Fano fibrations
Brian Lehmann, Eric Riedl, Sho Tanimoto
Let be a smooth projective curve and let be a smooth integral model of a geometrically integral Fano variety over . Geometric Manin's Conjecture p…
On the asymptotic enumerativity property for Fano manifolds
Roya Beheshti, Brian Lehmann, Carl Lian +3
We study the enumerativity of Gromov-Witten invariants where the domain curve is fixed in moduli and required to pass through the maximum possible number of points. We say a Fano m…