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I started convex cone. While imitating the link from Jordan algebra to cone, shouldn’t there be a disambiguation between the category theoretic cone and the vector space cone? But even as it is, cone is not that clear on the relation between the cone of homotopy theory and the cone of category theory.
Linked from cone.
Ok, but should convex cone link to cone which only says at the end that there may be a relationship with convex cone?
I added some material which seemed pertinent to me to cone, where the cone construction is considered as a monad.
@David, I think so, but one could write more at cone.
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