excuse me but what is the best way to prove that the functor $F: \mathcal{C}^{2} \to \mathcal{C} \times \mathcal{C}$ creates limits, where $F(f:A \to B) = (A,B)$? Not a homework question - just trying to understand Maclane.
Thanks!!!
excuse me but what is the best way to prove that the functor $F: \mathcal{C}^{2} \to \mathcal{C} \times \mathcal{C}$ creates limits, where $F(f:A \to B) = (A,B)$? Not a homework question - just trying to understand Maclane.
Thanks!!!
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