Ethan Mollick(@emollick)
Oh no, we aren’t going to go back to this sort of prompting again, are we? I would love Anthropic to test if it actually works robustly, because our experiments (with slightly older models) found it did not.
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TL;DR · AI 摘要
Anthropic的Claude模型在数学问题上取得有限进展,但实验显示其对复杂问题的解决能力仍需验证。
核心要点
- Claude模型将黎曼猜想相关问题的下限从54.6%提升至更高数值
- 实验使用的是较旧版本模型,未验证最新版本效果
- Anthropic需进一步测试方法的鲁棒性
结构提纲
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- Claude数学问题实验
- 实验结果
- 零点下限提升
- 未解决原问题
- 方法验证
- 旧版模型测试
- 需更多验证
金句 / Highlights
值得收藏与分享的关键句。
Claude将黎曼猜想零点下限从54.6%提升至更高数值
实验使用的是较旧模型版本,未验证最新版本效果
Anthropic需验证方法在复杂问题上的鲁棒性
#AI#数学#Anthropic#Claude#实验
打开原文Ethan Mollick on X: "Oh no, we aren’t going to go back to this sort of prompting again, are we? I would love Anthropic to test if it actually works robustly, because our experiments (with slightly older models) found it did not. https://t.co/ltu885C2y6" / X
Ethan Mollick
@emollick
Oh no, we aren’t going to go back to this sort of prompting again, are we? I would love Anthropic to test if it actually works robustly, because our experiments (with slightly older models) found it did not.
Anthropic
@AnthropicAI
12h
We asked an unreleased research version of Claude to take a stab at the Riemann hypothesis. It didn’t solve it, but it did make strides on a related problem: it increased the lower bound for the fraction of zeros of the Riemann zeta function that satisfy the hypothesis from
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6:02 PM · Aug 10, 2026
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