In infinity-category theory, factorization systems embed fully faithfully into double infinity-categories, with an unstraightening theorem and a complete Z/2Z automorphism group for adequate systems.
Lax monoidal adjunctions, two-variable fibrations and the calc ulus of mates
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On orthogonal factorization systems and double categories
In infinity-category theory, factorization systems embed fully faithfully into double infinity-categories, with an unstraightening theorem and a complete Z/2Z automorphism group for adequate systems.