Keenan Penner

collaborators

2 papers

math.PR2026

Construction of ergodic IDLA forests in $Z^{d}$

Nicolas Chenavier, David Coupier, Keenan Penner +1

We prove the existence of infinite-volume IDLA forests in $Z^{d}$ , with $d \geq 2$ , based on a multi-source IDLA protocol. Unlike IDLA aggregates, the laws of the IDLA fore…

math.PR2025

IDLA with sources in a hyperplane of $Z^{d}$

Nicolas Chenavier, David Coupier, Keenan Penner +1

We consider a random growth model based on the IDLA protocol with sources in a hyperplane of $Z^{d}$ . We provide a stabilization result and a shape theorem generalizing [7] in any d…

Construction of ergodic IDLA forests in Zd

IDLA with sources in a hyperplane of Zd

Construction of ergodic IDLA forests in $Z^{d}$

IDLA with sources in a hyperplane of $Z^{d}$