Eric Riedl

activity

20162021

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Showing 2018Show all

3 papers · 1 filter

math.AG2018

Effective bounds on ampleness of cotangent bundles

Izzet Coskun, Eric Riedl

We prove that a general complete intersection of dimension $n$ , codimension $c$ and type $d_{1}, \dots, d_{c}$ in $P^{N}$ has ample cotangent bundle if $c \geq 2 n - 2$ and the $d_…

math.AG2018

Applications of a grassmannian technique in hypersurfaces

Eric Riedl, David Yang

In this paper we further develop a Grassmannian technique used to prove results about very general hypersurfaces and present three applications. First, we provide a short proof of…

math.AG2018

Algebraic hyperbolicity of the very general quintic surface in $P^{3}$

Izzet Coskun, Eric Riedl

We prove that a curve of degree $d k$ on a very general surface of degree $d \geq 5$ in $P^{3}$ has geometric genus at least $\frac{d k ( d - 5 ) + k}{2} + 1$ . This improves bounds g…

Effective bounds on ampleness of cotangent bundles

Applications of a grassmannian technique in hypersurfaces

Algebraic hyperbolicity of the very general quintic surface in P3

Algebraic hyperbolicity of the very general quintic surface in $P^{3}$