Axiom 宣布完成有限单群分类定理的 Lean 形式化Chinese only
Axiom 宣布已将有限单群分类定理的证明完整转写为 Lean 形式，称其可由计算机验证。转述材料称，数学家指导多组 AI 代理在 24 天内完成约 4,000 万行 Lean 代码；这项原证明约有 15,000 页。
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Event developments 1
Axiom announces Lean formalization of the Classification of Finite Simple Groups
Axiom says it has completed a full Lean auto-formalization of the Classification of Finite Simple Groups, making the proof computer-verifiable. The original proof spans about 15,000 pages and was built by more than 100 mathematicians across generations; the material provides no independent verification.
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- Rohan Paul (@rohanpaul_ai) · Axiom announces Lean formalization of the Classification of Finite Simple Groups
- Rohan Paul (@rohanpaul_ai) · Axiom announces AI-agent formalization of the Classification of Finite Simple Groups in Lean
- Rohan Paul (@rohanpaul_ai) · Axiom announces Lean formalization of the Classification of Finite Simple Groups
All reports 3
Axiom announces Lean formalization of the Classification of Finite Simple Groups
Axiom announced a complete Lean formalization of the proof of the Classification of Finite Simple Groups, saying it is computer verified. A separate account says mathematicians guided swarms of AI agents to produce roughly 40 million lines of Lean in 24 days; the original proof spans about 15,000 pages.
1 more source reported this
- Rohan Paul (@rohanpaul_ai)
Axiom announces AI-agent formalization of the Classification of Finite Simple Groups in Lean
Axiom announced that AI agents, guided by mathematicians, formalized the Classification of Finite Simple Groups in 24 days into about 40 million lines of Lean code. The original proof spans about 15,000 pages and more than 500 papers. Axiom says the formalized proof is computer-verified.
1 more source reported this
- Rohan Paul (@rohanpaul_ai)
Axiom announces Lean formalization of the Classification of Finite Simple Groups
Axiom says it has completed a full Lean auto-formalization of the Classification of Finite Simple Groups, making the proof computer-verifiable. The original proof spans about 15,000 pages and was built by more than 100 mathematicians across generations; the material provides no independent verification.
1 more source reported this
- Rohan Paul (@rohanpaul_ai)