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How do you turn a mathematical proof into something a computer can check? H.E. Justin Sun ๐จโ๐ ๐ explains the role of Lean and why #JustinSunPrize recognizes both complete mathematical solutions and the work of formally verifying them. ๐
122,757 Aufrufe โข vor 14 Tagen โขvia X (Twitter)
10 Kommentare

@justinsuntron Just saying, we have formalized 3D Poincare as in

@justinsuntron Converting mathematical proofs into a machine-verifiable formula is a significant step towards combining the power of human reasoning with the precision of computing!

@justinsuntron ๐ฅ Great discoveries deserve more than answers โ they deserve verifiable proof. Lean turns mathematical brilliance into trusted knowledge. The future is not just solving problems, but proving them! ๐๐ #JustinSunPrize #TRON #Lean #AI

@justinsuntron Lean combines mathematical genius with computational precision, making proofs formally verifiable step by step.

@justinsuntron Question is how will it remember And how long ๐

@justinsuntron A great step combining mathematics and technology. Formal proof verification opens up exciting possibilities for scientific research! ๐๐งฎ

@justinsuntron ุชุญููู ุงูุฃููุงุฑ ุงูุฑูุงุถูุฉ ุฅูู ูุบุฉ ุชููู ูุง ุงูุขูุฉุ ูุฐุง ูู ู ุณุชูุจู ุฏูุฉ ุงูุนููู ๐ปโจ

@justinsuntron Why do we need complicated mathematical equations?

@justinsuntron The difference is not only in arriving at the solution, but in converting it into a formal proof that the computer can verify logically. This is the important role of Lean!

@justinsuntron Woooow
