Shiva Kintali发布准黎曼猜想简短证明：c=1/48，全文仅21页

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• Shiva Kintali发布准黎曼猜想简短证明：c=1/48，全文仅21页

  abidlabs · 主条目

  Shiva Kintali公布准黎曼猜想（Quasi-Riemann Hypothesis）的一个简短证明，目标是大幅简化OpenAI的证明，仅关注对某个1-c证明该猜想。他得到一个c=1/48的短得多的证明，自称自足且可在一堂数学课上讲完，全文含摘要、证明概述、全部细节和参考文献仅21页。论文PDF挂在其个人主页。

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  RT Shiva Kintali Here is a Short Proof of the Quasi-Riemann Hypothesis. My goal here is to substantially simplify OpenAI’s proof and focus only on proving the Quasi-Riemann Hypothesis for some 1-c, without worrying about maximizing the value of the c. I obtained a much shorter proof for c=1/48. This proof is easy to understand and it can be taught in math courses in one lecture. It is self-contained. It is only 21 pages including abstract, proof overview, all proof details and references. Paper is on my homepage: https://shivakintali.github.io PDF file: https://shivakintali.github.io/papers/QRH.pdf CC: @AlexKontorovich @__alpoge__ @jdlichtman @cremieuxrecueil @danielmarinq @stevenstrogatz @kenono691 @littmath @nasqret @PI010101 @nechita_ion @Isaac__kim @FryRsquared @wtgowers @MarcusduSautoy @DrEugeniaCheng @JSEllenberg @JohnDCook @JDHamkins @AxlerLinear @emilyriehl @hollykrieger @Kit_Yates_Maths @PoShenLoh @robertghrist @AlexKontorovich @kenono691 @ch_nira @rrwilliams @lreyzin @ChrisPeikert @fortnow @RadishHarmers @thomasfbloom @abhatt2 @mahdi_tcs_ @octonion @prz_chojecki @thegautamkamath OpenAI: We’re releasing a broad range of new mathematical results produced by an internal frontier model. We’ve been consulting with the independent Advisory Group on Mathematics and Artificial Intelligence at the Institute for Advanced Study, and we have drawn on their advice and

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