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Is there a monoidal structure on the category of -algebras with their (weak) morphisms?
Coudn’t find anything in the nLab or elsewhere…
Thx.
But isn’t there another more “braided” one with respect to the “Kozsul-symmetry convention”? Should be build on the tensor-product of the underlying chain complexes instead the direct sum,I guess…
So maybe there is such a product on dg-coalgebras…
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