F ⊣ G iff Hom(F A, B) ≅ Hom(A, G B) natural in A, B. Universal constructions (free/forgetful, product/diagonal, tensor/hom). Right adjoints preserve limits.
F ⊣ G iff Hom(F A, B) ≅ Hom(A, G B) natural in A, B. Universal constructions (free/forgetful, product/diagonal, tensor/hom). Right adjoints preserve limits.