Navier–Stokes existence and smoothness

September 8, 202675,480 views#21 that day New today

Unsolved mathematical problem concerning theoretical properties of fluid motion equations used in science and engineering.

Why it's trending

via News

Navier–Stokes existence and smoothness, an unsolved mathematical problem in fluid dynamics, is trending after OpenAI announced an unreleased AI model produced a claimed solution to this $1 million Millennium Prize Problem.

More on why it's trending

OpenAI announced on Tuesday that an unreleased AI model produced a claimed solution to the Navier–Stokes existence and smoothness problem, one of seven Millennium Prize Problems carrying a $1 million bounty. Mathematicians have cautioned that the work still requires rigorous verification.

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Nitty gritty details
ID
23767579-cc86-4ed6-b352-a2cdb6952e61
Trending date
2026-09-08
Title
Navier–Stokes_existence_and_smoothness
Normalized title
Navier–Stokes existence and smoothness
Link
https://en.wikipedia.org/wiki/Navier%E2%80%93Stokes_existence_and_smoothness
View count
75480
Rank
21
Mystery rank
24
Newly trending
true
View delta %
6824
Mystery
false
Topic
science_tech
Country
-
Trending reason source
news
Search query used
Navier–Stokes existence and smoothness
Prompt version
v2.6
Flag for test
false
Created at
2026-09-09T05:47:15.462483+00:00
View history (JSON)
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Raw search results
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      "title": "On the Navier–Stokes Millennium Prize Problem",
      "link": "https://openai.com/index/navier-stokes-solution/",
      "snippet": "We're sharing a solution to the Navier–Stokes existence and smoothness problem, one of the Millennium Prize Problems. This proof, produced by an internal...",
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    {
      "title": "OpenAI fought dirty on career-making math problem, says NYU mathematician",
      "link": "https://techcrunch.com/2026/09/08/openai-fought-dirty-on-career-making-math-problem-says-nyu-mathematician/",
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      "source": "TechCrunch",
      "imageUrl": "data:image/jpeg;base64,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"
    },
    {
      "title": "OpenAI says its AI solved Navier-Stokes Millennium Prize Problem",
      "link": "https://qz.com/openai-ai-navier-stokes-millennium-prize-math-090826",
      "snippet": "OpenAI published a claimed solution on Tuesday to the Navier-Stokes existence and smoothness problem, one of seven Millennium Prize Problems — a set of...",
      "date": "12 hours ago",
      "source": "Quartz",
      "imageUrl": "data:image/jpeg;base64,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"
    },
    {
      "title": "Did Claude Solve the Millennium Prize Problems? Terence Tao: I Never Said That",
      "link": "https://eu.36kr.com/en/p/3971371138855176",
      "snippet": "The Birth of Rumors is an in-depth exploration of the psychological, social, and contextual mechanisms that drive the emergence and rapid spread of...",
      "date": "3 days ago",
      "source": "36 Kr",
      "imageUrl": "data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAFwAXAMBIgACEQEDEQH/xAAaAAACAwEBAAAAAAAAAAAAAAAAAwIEBQEH/8QANxAAAQMCBAIIBQMDBQAAAAAAAQIDEQAEBRIhMRNBFBUiUWFxgZEjMqGx8AbB0TNC0lJTYnPC/8QAFgEBAQEAAAAAAAAAAAAAAAAAAAEC/8QAGBEBAQEBAQAAAAAAAAAAAAAAAAERMSH/2gAMAwEAAhEDEQA/APTf1L+p1YVct2VlbIubxaOIELdypyyAdpPPu7quWOMP3OGMXSsOd4ylFLrLSgrIQDqDpIOkbHXUDWEfqD9M2+L3Td30h23uUNlvMlRKSknmmRr3Grdjg9nZYe1aMKUhCVZ8yVAFauajHM0ETjD4Cj1RfkAmAEpk/WmqxJ4OqbOHXRhRAUlIIgGJkx56Tv5gNTYIgQ/cEAQIdNdFgkD+vcHvJc1PrQUji1wVWuTC7sB9eVXETBbGmpie87xsfCtcUpi34JMOOLn/AFqmnVbjMl2+iiiio0KKKKAooooM26LQvkldu6pQAAcCZSJlP/r61WSLNaEk2NyCkBXynTwJ56GrN4pzpJSjEW7cFA+GpIJ56yfzSkcZ6AEYq0RAPabG2ms+o9x51dsSyXpyb9q2ZSlFtc5Y0AaJ1J2qYxRspSeBcyqYTwTOkct+dJJfCURirAUJmUpIUJ8+7Sha3iE5cVthoBOVOqgBPPv5eNRTetRytbmMoI+HFMbxFK3EILL6SoxKmyAPz851WQp8EqVirCgCB8qYHakjfeARSQX2lAqxltRKoAyAxyjQ+HvNBaGKjUKtLpJASY4U7+NN6xR/sXE5SqOEeSsvv+1KSxfLSFIxBCgRorhCIqSrS+JChfnMEZY4YgmSZj2Hp40HU4o2pJULe6gRMskb/n4ada3Yuc2Vt1GWAeIjLSOi3xgm/OYTs2IPmKim0xEGesBrM/BHpQaVFQaCw2kOqClgaqAianQZl8hzjlaMORc9kCSUgnfSSaUnpCipIwlCE5DlKnEbxoNPJIruIOWibpaHrl5pxTQ+SdBJ1EDfSkquLJZW6u+ugMvEyGYggRy/5D8FA0NqKFJOCNgJ7KU50agnX01muK6TwoGDNkkExxUQDy+wpfFsi0pCb+7TlIJCc8iZAAgd8+1QF1YtdtV/dvKRByDNqUnXSO+Z9RQPW28FraGDtlBUSFpcSAYPZMb7H01oLToZBRg7AUVaozoOn25/ekrXYtHKvErvsuFGYrUYUCAUzHjVm3xOyt20oVcvOguqQFuJJVOhPLlIG1BJq4vm+ynCylE6Q+nb+a00mQCRHgazkY3h61EIcUoASVBBj+amrF7JKG1lxWRYJCggwAO/TTce4oL9FUF4vZJSlXEUc05QEHtRvE91BxixBhTqgqASOGoxIB1geNBfoqgMYsCYD5J/61fxR1vaQlSS4pKhIIbOooF395esXaWbayLrZRPEkwFa6aDy96qrxHElICXMJKwUAqA1APdB3pmJvIbvcqrm6blmSG4ywJPvVU3zIkJxC6RlQhRlE6HL/lQWHMSxJKsowpau2BIVMp2n6fWrd1dvsqaFvaLWhSSo6EZdNARHfWM8/bOXTHFvrxJt3uBGXsuKVtPgI+tXcMds3GeI3eurDedJKwpKpJzHfumNqDqcSxNWvVigMgICiQc0xB9INXukXKrdC02hS4QmQtUDXfaT9KS0wxfsl1t57K5l0KiCIPMTS0YKtNy690+4Od0OBE6DfTyoNRtRUJIjU/epQKylYMVKQTfXAy5v7jJzbmSeRJj965Y4Mu0fbd6c64UJywuTInzoNYAAQAAPCu0UUBRRRQZd+XBcQhFq52QQh0gE7z4/hpQS+ZUbewS2UdkggwdcvuQPb2liSW13QbdZdUC3q4lQCRAUYPMaTtVB7oyW3LR3D3YS0gQVDLGhABA5EmNN576Cbyr5BWLZdiFDsy4EDtFWyoJ5aU+3cu8nDcetUgtpB4akEZx855aR9uXPltbWrr7yhZO6uhz5we1PcdttvGqhtrK1UhlOG3CQ5xZIWSEgbydd9P2nchcb634pLCbPgF4QWxqUTqN996YRjPFcMsBvP2AACQnu5Tyqtb4qqzsgGsNuChH9uaVSVHTb1q4nGc7WZNq5ISlRSogQSkmPTbzoFgY1x0GWuEHDm2ko0iPHf6b0xrrdNw0XOEtkJhwAAEmVajw+X60ywxNV0Xgu1cZU2TlCge2ATqNB3D3pLeMrU0pxdi8gJTKgSCfIRvQa9FZaMWUoKPRHYDeaADJOkgCPH791T6zUG1qXaupKSkZTpJJP8T5Ebcg0aKyOuXeIlPQVkKd4cydBJGbbbSrFriaXWQq4aWwufkKSY9QKC068yz/VcSjSdTyqJubcAy+jTQ9oaVNTLS1FSkAkiDPdXDbMEyWkGfCgFPspjM6kSJEneoi6tioJD6Jifm9Kkq3ZUAFNIIAgSNhXOi2+vwUSd+zQRTeWywkpeSc21cXe2jbwZXctJdMQgrAOu2nrU+i2+nwUaGRptXF2dstwuLYbUsx2inXTagW3iFi4FFu6aUEwCQsGJ296e060+nM0sLSDEpPOlJw+zSkpTbNAGJASNY2pzTLbKSlltKEkzCRGtBKBRFdooOQKIrtFB//Z"
    },
    {
      "title": "OpenAI says AI model solved one of mathematics' Millennium Prize Problems",
      "link": "https://aa.com.tr/en/science-technology/openai-says-ai-model-solved-one-of-mathematics-millennium-prize-problems/4051344",
      "snippet": "OpenAI said on Tuesday that an unreleased artificial intelligence model has solved the Navier-Stokes existence and smoothness problem, one of mathematics'...",
      "date": "11 hours ago",
      "source": "Anadolu Ajansı",
      "imageUrl": "data:image/jpeg;base64,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"
    },
    {
      "title": "OpenAI solves longstanding math problem with 10,000-agent swarm — but can't rule out benefitting from a researcher's private Codex data",
      "link": "https://venturebeat.com/technology/openai-solves-longstanding-math-problem-with-10-000-agent-swarm-but-cant-rule-out-benefitting-from-a-researchers-private-codex-data",
      "snippet": "OpenAI today announced an internal AI system solved the Navier–Stokes existence and smoothness problem, one of the seven notoriously challenging Millennium...",
      "date": "8 hours ago",
      "source": "VentureBeat",
      "imageUrl": 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0u10z4/Z5mPbMb3V/LDa6Y2eYe2I3ur+WG10xs8zU9UIj5BVxRbtbHiWIpyPUaM0a/WYXd75DHnXUuJOqqGPWYfvO4a6lxGrqB6zC9535DE6+lxGrqGfWoXvPfIYjXUhqqh0irxQLWc+WOu1Uzxs8zPtiN2X8sNrpjZ5mPbEb3V/LDa6Y2eZ0R8w8FspZkSGk3vpSsgX/djxKrhZ5zim+aCo1l9rsK+M0vBgAwAYAMAGADABgAwAYAMAeki4xKRB/9k="
    },
    {
      "title": "Navier-Stokes ‘Solved by 2027’ Bet Surges to 79% on Manifold After a Claude Rumor",
      "link": "https://tech-insider.org/navier-stokes-solved-2027-manifold-odds-claude-rumor/",
      "snippet": "Navier-Stokes “Solved by 2027” Bet Surges to 79% on Manifold After a Viral Claude Rumor. A prediction market asking whether the Navier-Stokes existence and...",
      "date": "14 hours ago",
      "source": "tech-insider.org",
      "imageUrl": "data:image/jpeg;base64,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"
    },
    {
      "title": "OpenAI Claims Landmark AI Breakthrough on Century-Old Fluid Dynamics Problem",
      "link": "https://www.citybiz.co/article/899782/openai-claims-landmark-ai-breakthrough-on-century-old-fluid-dynamics-problem/",
      "snippet": "OpenAI says an unreleased AI model solved the Navier-Stokes existence and smoothness problem, one of six unresolved Millennium Prize Problems.",
      "date": "12 hours ago",
      "source": "citybiz",
      "imageUrl": "data:image/jpeg;base64,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"
    },
    {
      "title": "OpenAI model tackles 80-year-old Navier-Stokes problem, but has it really been solved?",
      "link": "https://www.storyboard18.com/digital/openai-model-tackles-80-year-old-navier-stokes-problem-but-has-it-really-been-solved-110108.htm",
      "snippet": "An OpenAI model has reportedly made progress on the decades-old Navier-Stokes problem, but mathematicians say the work still needs rigorous verification...",
      "date": "18 hours ago",
      "source": "Storyboard18",
      "imageUrl": "data:image/jpeg;base64,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"
    }
  ],
  "credits": 1
}

Evaluations(2)

From eval_results matching this article's title (or normalized title) and trending date. Reasoning is shown in full.

  • Field

    trending_reason_short

    Score

    4

    Pass

    Yes

    Prompt version

    v2.6

    Created

    Sep 9, 2026, 5:50 AM

    05e4c31f-9901-456f-a559-b19a2fe2789d

    Reasoning

    Faithfully captures all key facts (OpenAI, AI model, claimed solution, $1M prize), doesn't mention title, and is concise at 31 words, but omits the important caveat that mathematicians cautioned verification is still required.
  • Field

    trending_reason

    Score

    4

    Pass

    Yes

    Prompt version

    v2.6

    Created

    Sep 9, 2026, 5:50 AM

    13932d66-627b-4b73-8d27-547b8e96ecf0

    Reasoning

    Explanation is relevant and well-grounded in search results (OpenAI announcement, Millennium Prize Problem, $1 million bounty, verification concerns all present), appropriately formatted and concise, but the phrase "unreleased AI model" is a slight paraphrase/inference not explicitly stated in the snippet which only says "produced by an internal" without confirming the model is unreleased.