3h ago

An AI model presents analysis of the Erdős unit distance problem including bound ν(n) ≳ n^{1 + Θ(1/log log n)} and says resolution is beyond current AI or humans

X posts propose the unit distance problem as AI benchmark

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«a full mathematical resolution of the Erdős unit distance problem is far beyond what any current AI (or human) has achieved.»

3:23 PM · May 21, 2026 View on X

frustrating failure, I guess I ran into an output length limit oh well

Teortaxes▶️ (DeepSeek 推特🐋铁粉 2023 – ∞)Teortaxes▶️ (DeepSeek 推特🐋铁粉 2023 – ∞)@teortaxesTex

«a full mathematical resolution of the Erdős unit distance problem is far beyond what any current AI (or human) has achieved.»

10:23 PM · May 21, 2026 · 6.2K Views
11:06 PM · May 21, 2026 · 1K Views

i'm afraid unit distance problem is going to be "but we walked on the moon" for non internal frontier agents.

Teortaxes▶️ (DeepSeek 推特🐋铁粉 2023 – ∞)Teortaxes▶️ (DeepSeek 推特🐋铁粉 2023 – ∞)@teortaxesTex

«a full mathematical resolution of the Erdős unit distance problem is far beyond what any current AI (or human) has achieved.»

10:23 PM · May 21, 2026 · 6.2K Views
10:31 PM · May 21, 2026 · 3.1K Views