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In a free smc, you give me two morphisms f g such that the codomain of f is a permutation of the domain of g. You also give me a list of binary swaps to turn one into the other. I will figure out for you a list of morphisms h_1, ..., h_n such that each h_i has the form id tensor symmetry tensor id, and such that the composition f;h_1;..;h_n;g makes sense. Said composition is what I will give you back.
In a free smc, you give me two morphisms f g such that the codomain of f is a permutation of the domain of g. You also give me a list of binary swaps to turn one into the other. I will figure out for you a list of morphisms h_1, ..., h_n such that each h_i has the form id tensor symmetry tensor id, and such that the composition f;h_1;..;h_n;g makes sense. Said composition is what I will give you back.
copied from statebox/idris-ct#18
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