activity
19982020
most citedPower Weakly Mixing Infinite Transformations

12 citations · 49 across the 23 of their papers we have counts for

collaborators

31 papers

math.DS2020

Nonsingular transformations that are ergodic with isometric coefficients and not weakly doubly ergodic

Beatrix Haddock, James Leng, Cesar E. Silva

We study two properties of nonsingular and infinite measure-preserving ergodic systems: weak double ergodicity, and ergodicity with isometric coefficients. We show that there exist…

math.DS2019★ 2 cited

Rank-One Transformations, Odometers, and Finite Factors

Matthew Foreman, Su Gao, Aaron Hill +2

In this paper we give explicit characterizations, based on the cutting and spacer parameters, of (a) which rank-one transformations factor onto a given finite cyclic permutation, (…

math.DS2018

Non-Rigid Rank-One Infinite Measures on the Circle

Hindy Drillick, Alonso Espinosa-Dominguez, Jennifer N. Jones-Baro +3

For a class of irrational numbers, depending on their Diophantine properties, we construct explicit rank-one transformations that are totally ergodic and not weakly mixing. We clas…

math.DS2018

W-measurable sensitivity of semigroup actions

Francisc Bozgan, Anthony Sanchez, Cesar E. Silva +3

This paper studies the notion of W-measurable sensitivity in the context of semigroup actions. W-measurable sensitivity is a measurable generalization of sensitive dependence on in…

math.DS2017

Infinite symmetric ergodic index and related examples in infinite measure

Isaac Loh, Cesar Silva, Ben Athiwaratkun

We define an infinite measure-preserving transformation to have infinite symmetric ergodic index if all finite Cartesian products of the transformation and its inverse are ergodic,…

math.DS2016

On conservative sequences and their application to ergodic multiplier problems

Madeleine Elyze, Alexander Kastner, Juan Ortiz Rhoton +2

The conservative sequence of a set under a transformation is the set of all such that . By studying these sequences, we…