Braided tensor products of von Neumann algebras are constructed for actions of locally compact quantum groups linked by a bicharacter, with a canonical action in the quasi-triangular case and with crossed products as examples.
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Braided tensor product of von Neumann algebras
Braided tensor products of von Neumann algebras are constructed for actions of locally compact quantum groups linked by a bicharacter, with a canonical action in the quasi-triangular case and with crossed products as examples.