A new upgrade theorem for relative biexactness under mixing conditions yields a classification of biexactness for graph products of finite-dimensional von Neumann algebras, extending prior results.
Weak exactness and amalgamated free product of von
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Relative biexactness and mixing in von Neumann algebras
A new upgrade theorem for relative biexactness under mixing conditions yields a classification of biexactness for graph products of finite-dimensional von Neumann algebras, extending prior results.