3 citations · 7 across the 7 of their papers we have counts for
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math.OA2011★ 1 cited
A non-commutative Amir-Cambern theorem for von Neumann algebras and nuclear -algebras
Eric Ricard, Jean Roydor
We prove that von Neumann algebras and separable nuclear -algebras are stable for the Banach-Mazur cb-distance. A technical step is to show that unital almost completely isome…
math.OA2011
Dual operator algebras close to injective von Neumann algebras
Jean Roydor
We prove that if a non-selfadjoint dual operator algebra admitting a normal virtual diagonal and an injective von Neumann algebra are close enough for the Kadison-Kastler's metric,…
math.OA2011
Near inclusions of amenable operator algebras
Jean Roydor
We prove that if an amenable operator algebra is nearly contained in a complemented dual operator algebra, then it can be embedded inside this dual operator algebra via a similarit…