3 citations · 7 across the 13 of their papers we have counts for
18 papers
The analogue of Belinskaya's theorem for measure-preserving flows
Konstantin Slutsky
We prove the analogue of Belinskaya's theorem for measure-preserving flows: two free ergodic measure-preserving flows whose full groups are isomorphic as abstract gr…
A measurable equivariant Weierstrass theorem
Konstantin Slutsky, Mikhail Sodin, Aron Wennman
This paper is a prequel to our recent work, "Equivariant Borel liftings in complex analysis and PDE" (arXiv:2507.12058). While the results presented here were established in that w…
Separating Orbits by Entire Functions
Billy Duckworth, Konstantin Slutsky
We show that for any free probability measure-preserving action of on a standard probability space, there exists a Borel entire function such that the factor m…
Equivariant Borel liftings in complex analysis and PDE
Konstantin Slutsky, Mikhail Sodin, Aron Wennman
We establish Borel equivariant analogues of several classical theorems from complex analysis and PDE. The starting point is an equivariant Weierstrass theorem for entire functions:…
Katok's special representation theorem for multidimensional Borel flows
Konstantin Slutsky
Katok's special representation theorem states that any free ergodic measure-preserving -flow can be realized as a special flow over a -action. It pr…
full groups of flows
François Le Maître, Konstantin Slutsky
We introduce the concept of an full group associated with a measure-preserving action of a Polish normed group on a standard probability space. These groups carry…