Add to ORKGInternational audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated free product von Neumann algebras M = M1 * B M2. Our main result states that under natural analytic assumptions, any amenable subalgebra of M that has a large intersection with M1 is actually contained in M1. The proof does not rely on Popa's asymptotic orthogonality property but on the study of non normal conditional expectations
AbstractWe introduce a Følner condition for dense subalgebras in finite von Neumann algebras and pro...
AbstractIn [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and i...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
We investigate the position of amenable subalgebras in arbitrary amalgamated free product von Neuman...
In this thesis, we establish a sufficient condition for an amenable von Neumann algebra to be a maxi...
© 2014 Research Institute for Mathematical Sciences, Kyoto University. All rights reserved. Recently...
International audienceWe investigate Cartan subalgebras in nontracial amalgamated free product von N...
International audienceWe investigate Cartan subalgebras in nontracial amalgamated free product von N...
We investigate Cartan subalgebras in nontracial amalgamated free product von Neumann algebras M1 * B...
Given reduced amalgamated free products of C∗-algebras (A,φ) = ∗ ι∈I(Aι, φι) and (D,ψ) = ι∈I(Dι, ψι...
The separably acting hyperfinite/amenable II$_1$-factor $R$ has the property that any two embeddings...
We study amalgamated free products of factors over their common Cartan subalgebras. We will show tha...
Abstract. We examine the question of when the ∗–homomorphism λ: A∗DB → A ̃ ∗ eD B ̃ of full amalgam...
This article is published open access under our Subscribe to Open model.Let A, B ⊂ M be inclusions o...
AbstractWe introduce a Følner condition for dense subalgebras in finite von Neumann algebras and pro...
AbstractIn [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and i...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
We investigate the position of amenable subalgebras in arbitrary amalgamated free product von Neuman...
In this thesis, we establish a sufficient condition for an amenable von Neumann algebra to be a maxi...
© 2014 Research Institute for Mathematical Sciences, Kyoto University. All rights reserved. Recently...
International audienceWe investigate Cartan subalgebras in nontracial amalgamated free product von N...
International audienceWe investigate Cartan subalgebras in nontracial amalgamated free product von N...
We investigate Cartan subalgebras in nontracial amalgamated free product von Neumann algebras M1 * B...
Given reduced amalgamated free products of C∗-algebras (A,φ) = ∗ ι∈I(Aι, φι) and (D,ψ) = ι∈I(Dι, ψι...
The separably acting hyperfinite/amenable II$_1$-factor $R$ has the property that any two embeddings...
We study amalgamated free products of factors over their common Cartan subalgebras. We will show tha...
Abstract. We examine the question of when the ∗–homomorphism λ: A∗DB → A ̃ ∗ eD B ̃ of full amalgam...
This article is published open access under our Subscribe to Open model.Let A, B ⊂ M be inclusions o...
AbstractWe introduce a Følner condition for dense subalgebras in finite von Neumann algebras and pro...
AbstractIn [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and i...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...