Aaron Landesman

activity

20162020

most citedThe infinitesimal Torelli problem

2 citations · 2 across the 2 of their papers we have counts for

collaborators

5 papers

math.AG2020

A Lefschetz theorem for intersections with projective varieties

Aaron Landesman

One version of the classical Lefschetz hyperplane theorem states that for $U \subset P^{n}$ a smooth quasi-projective variety of dimension at least $2$ , and $H \cap U$ a gene…

math.AG2019★ 2 cited

The infinitesimal Torelli problem

Aaron Landesman

Let $g \geq 2$ and let the Torelli map denote the map sending a genus $g$ curve to its principally polarized Jacobian. We verify the well known fact that the map induced on tangent…

math.AG2019

The Torelli map restricted to the hyperelliptic locus

Aaron Landesman

Let $g \geq 2$ and let the Torelli map denote the map sending a genus $g$ curve to its principally polarized Jacobian. We show that the restriction of the Torelli map to the hypere…

math.NT2018

An explicit Abelian surface with maximal Galois action

Quinn Greicius, Aaron Landesman

We construct an explicit example of a genus $2$ curve $C$ over a number field $K$ such that the adelic Galois representation arising from the action of $\operatorname{Gal}(\overlin…

math.AG2016

Interpolation in Algebraic Geometry

Aaron Landesman, Anand Patel

This is an expanded version of the two papers "Interpolation of Varieties of Minimal Degree" and "Interpolation Problems: Del Pezzo Surfaces." It is well known that one can find a…