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Tagged with adjoint-functors cartesian-closed-categories
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A new(?) kind of 2-adjunction for relating cartesian closed functors using dinatural hexagons
$\newcommand{\A}{\operatorname{A}}
\newcommand{\B}{\operatorname{B}}
\newcommand{\Cat}{\mathcal{Cat}}
\newcommand{\Cart}{\mathcal{Cart}}
\newcommand{\C}{\mathbf{C}}
\newcommand{\F}{\operatorname{F}}
\...
3
votes
0
answers
134
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Is there a construction capturing indexed families of adjunctions?
I'm sorry in advance if this question does not belong on this site. I am curious as to what is "really" going on when you have a family of functors indexed by elements in a base category, all of which ...