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Terence Tao Bluesky
A followup to my previous video, in which I now see how #Claude and #o4mini do at formalizing a slightly different proof of the same algebraic implication, after being given the initial informal and formal proofs as reference.
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korrents.com
Formalizing math is a translation task, so AI will boost top mathematicians' productivity more than top writers'.Their words
I expect AI to increase productivity of top mathematicians much more than that of top writers, because formalization is a kind of translation task, it doesn't require much judgement, and as long as it compiles noone needs to read the result.
0058: borrow-checking surprises, books, linksscattered-thoughts.net
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