activity
20082023
most citedThe diminished base locus is not always closed

50 citations · 71 across the 9 of their papers we have counts for

collaborators

17 papers

math.AG2023

The volume of a divisor and cusp excursions of geodesics in hyperbolic manifolds

Simion Filip, John Lesieutre, Valentino Tosatti

We give a complete description of the behavior of the volume function at the boundary of the pseudoeffective cone of certain Calabi-Yau complete intersections known as Wehler N-fol…

math.AG2020

Tri-Coble surfaces and their automorphisms

John Lesieutre

We construct some positive entropy automorphisms of rational surfaces with no periodic curves. The surfaces in question, which we term tri-Coble surfaces, are blow-ups of the proje…

math.NT2019★ 1 cited

Higher arithmetic degrees of dominant rational self-maps

Nguyen-Bac Dang, Dragos Ghioca, Fei Hu +2

Suppose that is a dominant rational self-map of a smooth projective variety defined over . Kawaguchi and Silverman conjecture…

math.AG2019

Notions of numerical Iitaka dimension do not coincide

John Lesieutre

Let be a smooth projective variety. The Iitaka dimension of a divisor is an important invariant, but it does not only depend on the numerical class of . However, there a…

math.AG2018

A rational map with infinitely many points of distinct arithmetic degrees

John Lesieutre, Matthew Satriano

Let be a dominant rational self-map of a smooth projective variety defined over . For each point …

math.AG2018

Canonical heights on hyper-Kähler varieties and the Kawaguchi-Silverman conjecture

John Lesieutre, Matthew Satriano

The Kawaguchi--Silverman conjecture predicts that if is a dominant rational-self map of a projective variety over , and is…