A crossed homomorphism from L to g⊗A makes the category of weak representations of L into a left module category over representations of g, yielding a generalized Shen-Larsson bifunctor.
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Actions of monoidal categories and representations of Cartan type Lie algebras
A crossed homomorphism from L to g⊗A makes the category of weak representations of L into a left module category over representations of g, yielding a generalized Shen-Larsson bifunctor.