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20152026
most citedGeneric nonsingular Poisson suspension is of type

3 citations · 3 across the 3 of their papers we have counts for

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13 papers · 1 filter

math.DS2025

Counterexamples to double recurrence for non-commuting deterministic transformations

Zemer Kosloff, Shrey Sanadhya

We show that if are injective, integer polynomials that vanish at the origin, such that either both are of degree or both are of degree or higher, then double rec…

math.DS2024

Multidimensional local limit theorem in deterministic systems and an application to non-convergence of polynomial multiple averages

Zemer Kosloff, Shrey Sanadhya

We show that for every ergodic and aperiodic probability preserving system , there exists , whose corresponding cocycle satisfies the -…

math.DS2023

Stable Functional CLT for deterministic systems

Zemer Kosloff, Dalibor Volný

We show that alpha stable Lévy motions can be simulated by any ergodic and aperiodic probability preserving transformation. Namely we show: - for and every stable Lévy…

math.DS2020

Some factors of nonsingular Bernoulli shifts

Zemer Kosloff, Terry Soo

We give elementary constructions of factors of nonsingular Bernoulli shifts. In particular, we show that all nonsingular Bernoulli shifts on a finite number of symbols which satisf…

math.DS2020

The orbital equivalence of Bernoulli actions and their Sinai factors

Zemer Kosloff, Terry Soo

Given a countable amenable group G and 0 < L < 1, we give an elementary construction of a type-III:L Bernoulli group action. In the case where G is the integers, we show that our n…

math.DS20203 cited

Generic nonsingular Poisson suspension is of type

Alexandre I. Danilenko, Zemer Kosloff, Emmanuel Roy

It is shown that for a dense -subset of the subgroup of nonsingular transformations (of a standard infinite -finite measure space) whose Poisson suspensions are nonsingular…