Long-Horizon AI Research for Grothendieck Constant: A Case Study in Human-AI Mathematical Collaboration
The authors say an AI research system helped tighten known bounds on the Grothendieck constant.
The paper presents a case study in using AI agents for long-horizon mathematics research. It reports new bounds of \(6\pi/11 \le K_G \le \pi/(2\log(1+\sqrt2)) - 10^{-4}\). The authors say the system produced insights that domain experts judged novel, while also describing where the approach worked and where it fell short. ArXiv · AI/CL/LG's note
The paper presents a case study in using AI agents for long-horizon mathematics research. It reports new bounds of \(6\pi/11 \le K_G \le \pi/(2\log(1+\sqrt2)) - 10^{-4}\). The authors say the system produced insights that domain experts judged novel, while also describing where the approach worked and where it fell short. ArXiv · AI/CL/LG's note
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