Amalgamated free products of weakly exact tracial von Neumann algebras over injective amalgams are relatively biexact, and injective free products over a mixing amalgam are biexact.
Math 19 (2013), 343--366
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On Relative Biexactness of Amalgamated Free Product von Neumann Algebras
Amalgamated free products of weakly exact tracial von Neumann algebras over injective amalgams are relatively biexact, and injective free products over a mixing amalgam are biexact.