# Zemer Kosloff

Associate professor

Einstein Institute of Mathematics

Hebrew University of Jerusalem

** zemer.kosloff@mail.huji.ac.il

Associate professor

Einstein Institute of Mathematics

Hebrew University of Jerusalem

** zemer.kosloff@mail.huji.ac.il

I am an associate professor at the Hebrew University of Jerusalem.

My research interests include ergodic theory, dynamical systems and probability theory.

- Zemer Kosloff, Terry Soo.

Sinai factors of nonsingular systems: Bernoulli shifts and Anosov flows.

- Alexandre Danilenko, Zemer Kosloff.

Krieger's type of nonsingular Poisson suspensions and IDPFT systems.

Accepted in Proc. ot the AMS. - Alexey Korepanov, Zemer Kosloff, Ian Melbourne.

Deterministic homogenization under optimal moment assumptions for fast-slow systems. Part 1.

Accepted in Ann. Inst. Henri Poincaré Probab. Stat. - George Deligiannidis, Sebastian Gouezel Zemer Kosloff.

Boundary of the Range of a random walk and the Fölner property.

To appear in Electronic Journal of Probability - Zemer Kosloff, Terry Soo.

Some factors of nonsingular Bernoulli shifts

Studia Math., DOI:10.4064/sm201013-7-4. - Zemer Kosloff, Dalibor Volny.

Local limit theorem in deterministic systems.

Accepted in Ann. Inst. Henri Poincaré Probab. Stat. - Alexandre Danilenko, Zemer Kosloff, Emmanuel Roy.

Nonsingular Poisson Suspensions.

Accepted in Journal d'Analyse math. - Zemer Kosloff, Terry Soo.

The orbital equivalence of Bernoulli actions and their Sinai factors.

Journal of modern dynamics, 17:145-182, 2021 - Alexandre Danilenko, Zemer Kosloff, Emmanuel Roy.

Generic nonsingular Poisson suspension is of type III_1.

Accepted in Ergodic Theory and Dynamical systems - Michael Bjorklund, Zemer Kosloff, Stefaan Vaes.

Ergodicity and type of nonsingular Bernoulli actions.

Inventiones, to appear. - Zemer Kosloff, Terry Soo.

Finitary isomorphisms of Brownian motions.

Ann. Probab., 48(4):1966-1979, 2020 - Zemer Kosloff.

Conservative Anosov diffeomorphisms of the two torus without an absolutely continuous invariant measure.

Annales de l'ENS, 4e série, t. 54, 2021, 69-131. - Zemer Kosloff.

Proving ergodicity via divergence of ergodic sums.

Studia Math. 248 (2019), no. 2, 191–215. - Zemer Kosloff.

On manifolds admitting stable type III_1 Anosov diffeomorphisms.

As in Journal of Modern Dynamics, 13 (2018), 251–270.. - Alexey Korepanov, Zemer Kosloff, Ian Melbourne.

Martingale-coboundary decomposition for families of dynamical systems.

As in Ann. Inst. H. Poincaré Anal. Non Linéaire 35 (2018), no. 4, 859–885.. - Alexey Korepanov, Zemer Kosloff, Ian Melbourne.

Explicit coupling argument for nonuniformly hyperbolic transformations.

As in Proc. Roy. Soc. Edinburgh Sect. A 149 (2019), no. 1, 101–130. - Alexey Korepanov, Zemer Kosloff, Ian Melbourne.

Averaging and rates of averaging for uniform families of deterministic fast-slow skew product systems.

As in Studia Mathematica, 238 (2017) no. 1, 59–89. - George Deligiannidis, Zemer Kosloff.

Relative Complexity of Random Walks in Random Scenery in the absence of a weak invariance principle for the local times.

Annals of Probability 45 (2017), no. 4, 2505–2532. - Zemer Kosloff.

A universal divergence rate for symmetric Birkhoff Sums in infinite ergodic theory.

As in Trans. Amer. Math. Soc. 369 (2017), no. 9, 6373–6388. - Jon. Aaronson, Zemer Kosloff, Benjamin Weiss.

Symmetric Birkhoff sums in infinite ergodic theory.

As in Ergodic Theory Dynam. Systems 37 (2017), no. 8, 2394–2416. - Zemer Kosloff.

On the K property for Maharam extensions of Bernoulli shifts and a question of Krengel.

As in Israel Journal of Math. 199 (2014) pp. 485-506 - Michael Bromberg, Zemer Kosloff.

Weak invariance principle for the local times of partial sums of Markov Chains.

As in Journal of Theoretical Probability, 27 (2014) pp. 493–517 - Zemer Kosloff.

On the Zero-Type property and mixing of Bernoulli shifts.

As in Ergodic Theory and Dynamical Systems, 33 (2013) pp. 549-559 - Zemer Kosloff.

On a type III_1 Bernoulli shift.

As in Ergodic Theory and Dynamical Systems, 31 (2011) pp. 1727-1743

- Michael Björklund, Zemer Kosloff.

Bernoulli actions of amenable groups with weakly mixing Maharam extensions.