OpenAI Claims Breakthrough on 90-Year-Old Maths Problem Using AI Army

Alex Turner, Technology Editor
6 Min Read
⏱️ 5 min read

In a bold move that’s sending ripples through the scientific community, OpenAI has announced it has cracked one of the most enduring puzzles in mathematical physics – solving a problem that has stumped researchers for nearly a century in just 88 hours.

The tech giant, best known for creating ChatGPT, says its newly developed AI system tackled the notoriously complex Navier-Stokes existence and smoothness problem – a cornerstone challenge in fluid dynamics that underpins everything from weather prediction to aircraft design.

An Army of 10,000 AI Agents

OpenAI revealed that it deployed approximately 10,000 artificial intelligence agents – essentially autonomous bots designed to work collaboratively – to solve the problem. These digital researchers exchanged nearly three million messages and generated an astonishing 130 billion output tokens while working on the Navier-Stokes equations alone.

The computational effort would have cost roughly £7.3 million ($10 million) based on OpenAI’s current pricing structure, highlighting the sheer scale of resources required for such an endeavour.

The breakthrough came after OpenAI began training a new internal model at the end of August, which quickly demonstrated exceptional mathematical capabilities. When rumours surfaced in early September suggesting that two Millennium Prize problems might have been solved, the company decided to put its advanced AI to the test on some of mathematics’ greatest challenges.

A Solution Worth $1 Million

The Navier-Stokes existence and smoothness problem sits at the heart of understanding turbulence – one of the last great unsolved mysteries in physics. For 90 years, mathematicians have struggled to prove fundamental properties about these equations that describe how fluids flow.

A Solution Worth $1 Million

OpenAI’s solution reportedly addresses two of the four statements required by the Clay Mathematics Institute for a complete proof. The institute, which oversees the prestigious Millennium Prize programme, offers $1 million to anyone who can successfully solve these mathematical conundrums.

However, the company has been quick to clarify that it does not intend to claim the prize money. “Our goal in releasing this result is to report on the substantial progress of our AI models,” OpenAI stated. The solution still requires independent verification from the mathematical community before it can be officially recognised.

Controversy and Concurrent Research

Not everyone is celebrating OpenAI’s achievement. Tristan Buckmaster, a mathematics professor at New York University, has raised serious questions about the timing and methodology behind OpenAI’s work.

Buckmaster, along with Levent Alpöge from AI company Anthropic, had been working on the same problem using OpenAI’s own Codex tool. He claims that information about their progress was shared with OpenAI before the company began its own investigation.

“I was compelled to go public with what I was told, when, and what was proposed to me…because the alternative is to let a sequence of announcements say something I know to be false,” Buckmaster said in a statement released on the same day as OpenAI’s announcement.

OpenAI has responded to the allegations, congratulating Buckmaster and Alpöge on their “concurrent work” while insisting it had not accessed any of their research through improper means. “While unlikely, we cannot rule out that de-identified data derived from their usage of our products helped improve our models,” the company acknowledged, but maintained that their proofs differ significantly.

The Future of AI in Mathematical Discovery

This development represents a significant milestone in demonstrating how artificial intelligence is rapidly advancing in fields traditionally dominated by human intellect. The ability to tackle problems that have remained unsolved for decades suggests we may be entering a new era of mathematical discovery powered by machine learning.

The Future of AI in Mathematical Discovery

While the new OpenAI model remains proprietary and is currently only used internally due to its “significantly more capable” nature compared to previous releases, the implications for future research are enormous. If AI systems can consistently solve complex mathematical problems at this scale, it could revolutionise how we approach scientific challenges across numerous disciplines.

The mathematical community now faces the task of carefully reviewing OpenAI’s work, verifying its claims, and determining whether this represents a genuine breakthrough or merely a clever computational exercise. Either way, it’s clear that AI is becoming an increasingly powerful tool in humanity’s quest to unlock nature’s deepest secrets.

Why it Matters

OpenAI’s claimed solution to the Navier-Stokes problem – if verified – could mark a watershed moment in the intersection of artificial intelligence and fundamental science. The equations govern fluid motion and their resolution has implications for climate modelling, engineering, and our basic understanding of physical phenomena. More broadly, this development signals that AI systems are evolving from pattern recognition tools into genuine problem-solving partners capable of contributing to humanity’s most profound intellectual challenges. As we stand on the brink of potentially transformative scientific discoveries powered by machine learning, the conversation around AI ethics, transparency, and proper attribution becomes ever more critical – because the future of mathematical and scientific progress may depend on getting these questions right.

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Alex Turner has covered the technology industry for over a decade, specializing in artificial intelligence, cybersecurity, and Big Tech regulation. A former software engineer turned journalist, he brings technical depth to his reporting and has broken major stories on data privacy and platform accountability. His work has been cited by parliamentary committees and featured in documentaries on digital rights.
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