Ergodicity of the relative bicentralizer flow for type III₁ irreducible subfactors with expectation implies they contain maximal abelian subalgebras, completing Kadison's problem.
& Peterson, J.Bi-exact von Neumann algebras2023
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2verdicts
UNVERDICTED 2representative citing papers
Existential inclusions of non-amenable bi-exact groups are conjugacy representation rigid via their quasi-regular representations.
citing papers explorer
-
Ergodicity of the bicentralizer flow and Kadison's problem
Ergodicity of the relative bicentralizer flow for type III₁ irreducible subfactors with expectation implies they contain maximal abelian subalgebras, completing Kadison's problem.
-
Existential Inclusions of Bi-exact Groups are Conjugacy Representation Rigid
Existential inclusions of non-amenable bi-exact groups are conjugacy representation rigid via their quasi-regular representations.