activity
20012022
most citedFirst-order transitions for n-vector models in two and more dimensions; rigorous proof

83 citations · 418 across the 31 of their papers we have counts for

collaborators

32 papers

math.PR2022★ 5 cited

The Airy process and the 3D Ising model

Patrik L. Ferrari, Senya Shlosman

The Ferrari-Spohn diffusion process arises as limit process for the 2D Ising model as well as random walks with area penalty. Motivated by the 3D Ising model, we consider such…

math-ph2021

The Schonmann projection as a g-measure-, how Gibbsian is it?

Aernout van Enter, Senya Shlosman

We study the one-dimensional projection of the extremal Gibbs measures of the two-dimensional Ising model, the "Schonmann projection". These measures are known to be non-Gibbsian a…

math.PR2020★ 16 cited

Critical prewetting in the 2d Ising model

Dmitry Ioffe, Sébastien Ott, Senya Shlosman +1

In this paper we develop a detailed analysis of critical prewetting in the context of the two-dimensional Ising model. Namely, we consider a two-dimensional nearest-neighbor Ising…

math.PR2020★ 11 cited

Brownian flights over a circle

Alexander Vladimirov, Senya Shlosman, Sergei Nechaev

The stationary radial distribution, , of the random walk with the diffusion coefficient , which winds with the tangential velocity around the impenetrable disc of radi…

cond-mat.stat-mech2018★ 22 cited

Anomalous 1D fluctuations of a simple 2D random walk in a large deviation regime

Sergei Nechaev, Kirill Polovnikov, Senya Shlosman +2

The following question is the subject of our work: could a two-dimensional random path pushed by some constraints to an improbable "large deviation regime", possess extreme statist…

math-ph2017

A continuum of pure states in the Ising model on a halfplane

Douglas Abraham, Charles M. Newman, Senya Shlosman

We study the homogeneous nearest-neighbor Ising ferromagnet on the right half plane with a Dobrushin type boundary condition --- say plus on the top part of the boundary and minus…