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We produce a cofibrantly generated simplicial symmetric monoidal modelstructure for the category of (small unital) C*-categories, whose weakequivalences are the unitary equivalences. The closed monoidal structureconsists of the maximal tensor product, which generalizes that of C*-algebras,with the Ghez-Lima-Roberts C*-categories of *-functors, C*(A,B), providing theinternal Hom's.

The unitary symmetric monoidal model category of small C*-categories