Lauren Huckaba

collaborators

2 papers

math.CA2015

Simplices and sets of positive upper density in $R^{d}$

Lauren Huckaba, Neil Lyall, Akos Magyar

We prove an extension of Bourgain's theorem on pinned distances in measurable subset of $R^{2}$ of positive upper density, namely Theorem $1^{'}$ in [Bourgain, 1986], to…

math.AG2011

Extended Torelli map to the Igusa blowup in genus 6, 7, and 8

Valery Alexeev, Ryan Livingston, Joseph Tenini +7

It was conjectured in \cite{Namikawa_ExtendedTorelli} that the Torelli map $M_{g} \to A_{g}$ associating to a curve its jacobian extends to a regular map from the Deligne-Mumford moduli…

Simplices and sets of positive upper density in Rd

Extended Torelli map to the Igusa blowup in genus 6, 7, and 8

Simplices and sets of positive upper density in $R^{d}$