many tweets share this structure: they use a common formula, except with a non-prototypical but technically correct category member. in doing so they mix two usually kept separate discursive traditions, and show there deep Structural Similarity (i.e.:)
Conversation
this is Revelation: they show how despite the superficial differences (different discourse *traditions*) there is deep structural connection. in doing so they give you more affordances: you can relate to both of them now in the same way you could relate to any of them before.
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this is also why people get so hyped about category theory
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it’s true tho
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i wanna learn the math so i have better language to think abt this with
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✍️ learn ✍️ category ✍️ theory
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👏teach👏category👏theory
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Feynman Smiles Upon Us
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at some point it might be interesting to give an informal talk about the yoneda lemma and the way in which it allows you to formalize ideas like "an object *is* its relationships to other objects"
yeah dude this would be v cool
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