Categories are objects and morphisms with identities and composition, subject to some coherence laws characterizing identities and stating the associativity of composition. Category theory studies categories and related constructions, such as functors, natural transformations, adjunctions, (co)limits, universal properties, etc.
> And yes it has everything to do with AI
No, category theory is not about AI. My training was certainly sufficient for me to refute that connection, and the way you keep referring to my "training" rubs me the wrong way.
The classic schematic representation of X Y Z shown on the above wiki page is basically a crafting rule to create Z. That is, if the AI knows about a "path" (think back to your homotopy training) from X and Y to Z then it can craft a Z from X,Y if it needs to
The classic schematic representation of X Y Z shown on the above wiki page is basically a crafting rule to create Z. That is, if the AI knows about a "path" (think back to your homotopy training) from X and Y to Z then it can craft a Z from X,Y if it needs to
Yes this is exactly reverse to how we normally think about the caller/callee relationship
> And yes it has everything to do with AI
No, category theory is not about AI. My training was certainly sufficient for me to refute that connection, and the way you keep referring to my "training" rubs me the wrong way.