1 citations · 2 across the 8 of their papers we have counts for
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Every countable group has the nonsingular weak Rokhlin property
Garrett Ervin, Boglárka Gehér, Anett Imolay-Kocsis +2
We prove that for every countable group , in the space of nonsingular actions by , there is an action whose orbit under conjugation is dense. This is the nonsingular analogue…
Bounded chaining in measurable dynamics
Anush Tserunyan, Jenna Zomback
We introduce a one-parameter family of notions between double ergodicity and metric ergodicity for measure-class preserving (i.e., nonsingular) actions of countable groups on stand…
A backward ergodic theorem along trees and its consequences for free group actions
Anush Tserunyan, Jenna Zomback
We prove a new pointwise ergodic theorem for probability-measure-preserving (pmp) actions of free groups, where the ergodic averages are taken over arbitrary finite subtrees of the…
A tiling property for actions of amenable groups along Tempelman Følner sequences
Jonathan Boretsky, Jenna Zomback
We show that a certain tiling property (which directly implies the pointwise ergodic theorem) holds for pmp actions of amenable groups along increasing Tempelman Følner sequences,…