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Amalgamating R^ω-embeddable von Neumann algebras
Published 29 Jan 2013 in math.OA and math.LO | (1301.6816v1)
Abstract: We observe how a classical model-theoretic fact proves the existence of many strong amalgamation bases for the class of R\omega-embeddable von Neumann algebras, where R is the hyperfinite II_1 factor. In particular, we shows that R itself is a strong amalgamation base.
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