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OpenAI model solves 80-year-old planar unit distance problem posed by legendary mathematician Erdős
OpenAI's reasoning model disproved Paul Erdős' 80-year-old planar unit distance conjecture, validated by Fields Medalist Tim Gowers and Princeton's Will Sawin.
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cryptobriefing.com
OpenAI model autonomously solves planar unit distance problem
An internal OpenAI model autonomously disproved Paul Erdős's unit distance conjecture, marking a milestone in AI-driven mathematical discovery.
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techcrunch.com
OpenAI claims it solved an 80-year-old math problem — for real this time | TechCrunch
OpenAI claims its reasoning model disproved a geometry conjecture unsolved since 1946 — and this time, the mathematicians who exposed its last embarrassing claim are backing it up.
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OpenAI claims its AI model solves 80-year-old math conjecture
OpenAI says its reasoning model autonomously disproved an 80-year-old math conjecture by Paul Erdős, with implications for smart contract verification and crypto.
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OpenAI model solves 80-year-old planar unit distance problem posed by legendary mathematician Erdős
OpenAI's reasoning model disproved Paul Erdős' 80-year-old planar unit distance conjecture, validated by Fields Medalist Tim Gowers and Princeton's Will Sawin.
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OpenAI model solves 80-year-old planar unit distance problem
OpenAI's reasoning model produced a 125-page proof solving the 80-year-old planar unit distance problem, validated by Fields Medalist Tim Gowers and Princeton's Will Sawin.
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newsbytesapp.com
OpenAI says its new AI model solved decades-old geometry conjecture
OpenAI announces its reasoning model has disproven a famous 80-year-old geometry conjecture by Paul Erdős, marking a significant achievement after prior claims sparked skepticism.
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latent.space
[AINews] OpenAI GPT-next disproves 80 year old Erdős planar unit distance problem for under $1000
a quiet day but a nice result in AI x mathematics
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dev.to
OpenAI Model Disproves Central Conjecture in Discrete Geometry
OpenAI Model Disproves Central Conjecture in Discrete Geometry - Complete guide and honest review for 2026.
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OpenAI model disproves major Erdős conjecture using general-purpose reasoning system
OpenAI's general-purpose AI model disproved Paul Erdős's 1946 planar unit distance conjecture, marking a historic first for autonomous AI mathematical discovery.
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scientificamerican.com
AI just solved an 80-year-old ‘Erdős problem,’ and mathematicians are amazed
A chatbot’s result for the 80-year-old “unit distance” conjecture is the first AI proof that would likely be published in math’s top journal if humans had done it alone
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heise.de
KI beweist: Mathematiker lagen falsch
Eine OpenAI-KI hat die Mathematik einen Schritt näher an die Lösung eines berühmten Erdős-Problems gebracht. Seit 80 Jahren hingen die Forscher hier fest.
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newscientist.com
Mathematicians stunned by AI's biggest breakthrough in mathematics yet
Artificial intelligence built by OpenAI has cracked a decades-old conjecture by Paul Erdős, which mathematicians have hailed as a monumental moment for AI in mathematics
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the-decoder.com
The first AI proof worthy of math's top journal landed and it won't be the last
A reasoning model from OpenAI has disproved a conjecture by mathematician Paul Erdős on unit-distance geometry that stood open since 1946 - using tools from algebraic number…
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theguardian.com
OpenAI makes breakthrough on 80-year-old maths problem
Company says work on Paul Erdős planar unit distance problem shows advance in AI reasoning
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nature.com
AI cracks 80-year-old mathematics challenge — researchers are astonished
The late Hungarian mathematician Paul Erdős thought he had the last word on a geometry problem. Now an OpenAI chatbot has proved him wrong.
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The Merging Was Always the Point
Yesterday, an internal model at OpenAI disproved the Erdős unit-distance conjecture. The conjecture...
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hwupgrade.it
OpenAI batte Erdos su un problema del 1946: nove matematici firmano la verifica
Un modello interno di OpenAI ha confutato la congettura di Erdős sulle distanze unitarie nel piano, aperta dal 1946. La verifica � firmata da nove matematici, tra cui Thomas…