Hui Tan

most citedSpectral gap characterizations of property (T) for II

_{1}

factors

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

math.OA2023

Existential closedeness and the structure of bimodules of II $_{1}$ factors

Adrian Ioana, Hui Tan

We prove that if a separable II $_{1}$ factor $M$ is existentially closed, then every $M$ -bimodule is weakly contained in the trivial $M$ -bimodule, $L^{2} (M)$ , and, equivalently,…

math.OA2022★ 3 cited

Spectral gap characterizations of property (T) for II $_{1}$ factors

Hui Tan

For II $_{1}$ factors, we show that property (T) is equivalent to weak spectral gap in any inclusion into a larger tracial von Neumann algebra. We also show that not having non-zero a…

Existential closedeness and the structure of bimodules of II1​ factors

Spectral gap characterizations of property (T) for II1​ factors

Existential closedeness and the structure of bimodules of II $_{1}$ factors

Spectral gap characterizations of property (T) for II $_{1}$ factors