N. Nessonov

activity

19972024

most citedSchur-Weyl duality for the unitary groups of

I I_{1}

-factors

4 citations · 4 across the 7 of their papers we have counts for

collaborators

Showing 2018Show all

2 papers · 1 filter

math.RT2018

Any nonsingular action of the full symmetric group is isomorphic to an action with invariant measure

Nikolay Nessonov

Let $S_{\infty}$ denote the set of all bijections of natural numbers. Consider the action of $S_{\infty}$ on a measure space $\left( X,\math…

math.RT2018

$II_{1}$ -factor representations of the infinite symmetric inverse semigroup

N. I. Nessonov

Let $N$ be a set of the natural numbers. Symmetric inverse semigroup $R_{\infty}$ is the semigroup of all infinite 0-1 matrices $[g_{ij}]_{i, j \in N}$ wi…

Any nonsingular action of the full symmetric group is isomorphic to an action with invariant measure

II1​-factor representations of the infinite symmetric inverse semigroup

$II_{1}$ -factor representations of the infinite symmetric inverse semigroup