activity
20032026
most citedCremona transformations, surface automorphisms and plane cubics

16 citations · 43 across the 17 of their papers we have counts for

collaborators

18 papers

math.AG2026

Nonexistence of degree two rational multisections of conic bundles over the plane

Jeffrey Diller, Lena Ji, Eric Riedl

We prove that a standard conic bundle whose discriminant is very general of degree at least 18 admits no rational multisections of degree two. This…

math.DS2025

Energy, equilibrium measure and entropy for toric surface maps

Jeffrey Diller, Roland Roeder

We consider the ergodic theory of plane rational maps that preserve the natural holomorphic volume form on the algebraic torus. Specifically we construct natural invariant probabil…

math.DS2023

Equidistribution without stability for toric surface maps

Jeffrey Diller, Roland Roeder

We prove an equidistribution result for iterated preimages of curves by a large class of rational maps that cannot be birationally con…

math.DS2021★ 1 cited

Birational maps with transcendental dynamical degree

Jason Bell, Jeffrey Diller, Mattias Jonsson +1

We give examples of birational selfmaps of , whose dynamical degree is a transcendental number. This contradicts a conjecture by Bellon and Viallet. The pro…

math.DS2019

A transcendental dynamical degree

Jason P. Bell, Jeffrey Diller, Mattias Jonsson

We give an example of a dominant rational selfmap of the projective plane whose dynamical degree is a transcendental number.

math.DS2017

Entropy of real rational surface automorphisms

Jeffrey Diller, Kyounghee Kim

We compare real and complex dynamics for automorphisms of rational surfaces that are obtained by lifting \chg{some} quadratic birational maps of the plane. In particular, we show h…