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10 stories related to this topic, newest first.

AI Start-Ups Hire Mathematicians to Build Verifiable Math-Solving Systemscicnews.com
ai1 day ago

AI Start-Ups Hire Mathematicians to Build Verifiable Math-Solving Systems

Several AI companies have recruited mathematicians and raised hundreds of millions of dollars to develop systems that produce mathematically verified results. The firms aim to apply these tools first to software verification and later to research-level mathematics.

New Scientist
1 source
OpenAI Chatbot Disproves Erdős Conjecture on Unit-Distance Problemnypost.com
ai3 days ago

OpenAI Chatbot Disproves Erdős Conjecture on Unit-Distance Problem

An OpenAI chatbot produced a counter-example to a 1946 geometry conjecture by Paul Erdős. Independent mathematicians verified the result, which the company announced on 20 May.

NA
1 source
AI Systems Solve Erdős Problem Without Specialized Trainingforbes.com
ai6 days ago

AI Systems Solve Erdős Problem Without Specialized Training

A non-mathematician used ChatGPT to solve Erdős problem #1196. The solution employed an approach that differed from prior human attempts. Researchers at OpenAI and Google DeepMind reported continued progress on longer proofs.

NA
1 source
Math Puzzle Challenges Ant to Find Shortest Surface Paths on 3-D ShapesScience News
science7 days agoDeveloping

Math Puzzle Challenges Ant to Find Shortest Surface Paths on 3-D Shapes

A June 2026 math puzzle presents four problems involving an ant traveling across the surfaces of a cube, rectangular prism, cylinder, and cylindrical shell. Each problem asks for the shortest path length to reach food at an opposite corner or edge.

Science News
1 source
OpenAI Model Solves 80-Year-Old Erdős Geometry Conjecturebenzinga.com
ai7 days ago

OpenAI Model Solves 80-Year-Old Erdős Geometry Conjecture

An artificial intelligence model from OpenAI produced a solution to the planar unit distance problem, a conjecture posed by mathematician Paul Erdős. The result shows that certain non-grid arrangements of points can produce more equal-length connections than previously thought po…

New Scientist
1 source
General Purpose AI Model Solves Longstanding Math Problembenzinga.com
ai7 days agoDeveloping

General Purpose AI Model Solves Longstanding Math Problem

A general-purpose AI model developed by OpenAI has solved a prominent open problem in mathematics. The achievement involved disproving an 80-year-old conjecture without using specialized mathematical tools.

BI
1 source
General-Purpose AI Model Solves Major Open Mathematics Problemmanilatimes.net
technology8 days agoDeveloping

General-Purpose AI Model Solves Major Open Mathematics Problem

A general-purpose AI model has solved a previously unsolved problem in mathematics. The development marks a milestone in the use of AI systems for scientific discovery.

SA
1 source
Mathematicians Launch Lean Formalization Efforts for Disputed ABC Conjecture Proofnewscientist.com
science38 days ago

Mathematicians Launch Lean Formalization Efforts for Disputed ABC Conjecture Proof

Two separate efforts are underway to formalize Shinichi Mochizuki's controversial proof of the ABC conjecture in Lean, including a secretive project that has hit a roadblock. The initiatives aim to resolve a long-standing debate in number theory. @NewScientist reported on the dev…

NE
variety.com
dianeravitch.net
thecut.com
4 sources
Mathematician Kevin Buzzard Trains Computers to Prove Fermat’s Last TheoremSubstrate placeholder — needs review
science44 days ago

Mathematician Kevin Buzzard Trains Computers to Prove Fermat’s Last Theorem

Kevin Buzzard, a mathematician at Imperial College London, is leading efforts to formalize the 1998 proof of Fermat’s last theorem using computer programs. The project aims to verify the 130-page proof and build a digital library of mathematics. Formalization translates theorems…

Science News
1 source
David Sklansky, Poker Author and Player, Dies at 78Substrate placeholder — needs review
world47 days ago

David Sklansky, Poker Author and Player, Dies at 78

David Sklansky, a professional poker player and author, died on March 23, 2026, in Las Vegas from congestive heart failure. He was 78. Sklansky wrote books that applied mathematical concepts to poker strategy.

The Boston Globe
1 source