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- Indexed articles, last 90 days
- 2
- Latest publication
- Aug 3, 2026
- Outlet visibility, for Quanta Magazine
- Top 500K sites
- Earliest in this view
- Aug 3, 2026
Latest articles
Why the Legendary Erdős Problems Are Falling to AI | Quanta Magazine (opens the original)
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On May 20, 2026, OpenAI made an announcement that shook the mathematical world. An internal AI model — one not available to the public — had come up with a counterexample to the “unit distance” problem, a conjecture made in 1946 by Paul Erdős, the prolific, itinerant Hungarian mathematician. Erdős posed thousands of questions, but this one was special: It was both simple to explain and mathematically deep. It was the first historically significant proof to come from an AI model. Though the model
Why the Legendary Erdős Problems Are Falling to AI (opens the original)
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AI’s greatest mathematical successes have come from answers to problems posed by a mid-20th century iconoclast. By examining what makes the Erdős problems unique, mathematicians are trying to understand how AI might change the rest of math. The post Why the Legendary Erdős Problems Are Falling to AI first appeared on Quanta Magazine
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For Quanta Magazine, the outlet · Measured Aug 1, 2026
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