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160 条收录动态,更新于 09:40

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11月7日

星期六,7 条
  1. Inkling 2 Small 在 ARC-AGI 基准表现

    来自 @thinkymachines 的 Inkling 2 Small 在 ARC-AGI(已验证): - ARC-AGI-2:81.7%,每任务 $0.27 - ARC-AGI-1:96.5%,每任务 $0.08 在我们评估过的所有开放权重模型中,它在 ARC-AGI-1 和 ARC-AGI-2 上均表现最佳。 Thinking Machines 计划下周发布完整权重。

    ARC Prize厂商自述未入选重要性 38
  2. ARC Prize 榜单新增 Thinky Machines 结果

    @thinkymachines - 排行榜:https://arcprize.org/leaderboard - 复现公开结果:https://github.com/arcprize/arc-agi-benchmarking - 测试政策:https://arcprize.org/policy - Inkling 2 Small 完整结果:https://arcprize.org/results/thinky-inkling-2-small

    ARC Prize开放代码未入选重要性 23
  3. Inkling 2 Small 的 ARC-AGI-2 得分翻倍

    @thinkymachines 与 7 月 30 日发布的原版 Inkling Small 相比,Inkling 2 Small 的 ARC-AGI-2 半私有得分翻了一倍多,从 40.14% 提升至 81.67%。

    ARC Prize证据待确认未入选重要性 22
  4. AI智能体加速加密压力测试研究

    我们分享一项新研究,展示AI智能体如何加速加密压力测试的科学进程。 在人类引导下,我们的模型发现了传统1024位RSA密码系统中的两大弱点。 我们的科学副总裁@Pushmeet 进一步解释 ↓ https://x.com/pushmeet/status/2118752095859794390

    引用Pushmeet Kohli@pushmeet

    https://x.com/i/article/2118746079923437568

    Google DeepMind证据待确认未入选重要性 47
  5. AI时代密码学标准需持续压力测试

    尽管现代2048位系统仍能抵御这些特定攻击,但这项工作揭示了一个关键转变。 随着我们进入AI驱动的数学与计算新时代,我们不能再依赖历史上的困难性假设,必须持续对密码学标准进行压力测试。

    Google DeepMind证据待确认未入选重要性 13

11月5日

星期四,1 条

11月6日

星期五,3 条
  1. Axiom Math 用 AI 智能体完成 Stacks Project 形式化验证

    Axiom Math 宣布已对 Stacks Project 完成形式化验证,把这部约 7,654 页的数学文献翻译成约 1,600 万行经 Lean 证明助手逐行检查的代码。公司称其 AI 智能体在保留定理与定义之间相互依赖关系的前提下并行工作,并为此训练了自有数学模型。Axiom 认为这填补了代数几何在形式化数学中的空白,未来研究者可用这些已校验结果作为新证明的基础。

    TechCrunch · AI开放代码未入选重要性 71

11月5日

星期四,5 条
  1. Amazon 科学家 Hamed Karimi 获 2026 ECML PKDD Test-of-Time Award

    Amazon 高级应用科学家 Hamed Karimi 与 Julie Nutini、Mark Schmidt 凭借 2016 年论文《Linear convergence of gradient and proximal-gradient methods under the Polyak–Łojasiewicz condition》获得 2026 ECML PKDD Test-of-Time Award,该奖表彰十年前发表、影响持久的研究。论文厘清了弱凸条件下各类优化解之间的关系,并确认 Polyak–Łojasiewicz 条件是仍能保证线性收敛率的最弱已知条件,已被引用超过 2,000 次并进入研究生教材。

    Amazon Science官方厂商自述未入选重要性 18
  2. TB-MathModel 发布:面向数学建模的智能体可验证基准

    研究团队提出 TB-MathModel,一个面向数学建模的智能体可验证基准,覆盖 2023 至 2025 年的 18 道 CUMCM 与 MCM 真题,每道题在容器化终端中提供原始题面、官方附件与图表,智能体需返回单个 JSON 结果。

    Hugging Face Daily Papers预印本未入选重要性 58
  3. 北大教授董彬:数学应走出数学,与AI共同进化

    北京大学博雅特聘教授董彬主张数学应走出数学、与AI共同进化,其团队开发的智能体Pharos在只输入问题的情况下自主找到宫冈洋一与森重文有理曲线判据的特征零代数证明思路,从项目创建到目标被系统接受约20小时,随后由数学合作者重写并核验。在273条已验证事实中,4条进入最终主定理依赖链。他还开展形式化“庞加莱猜想”工作,并提醒学生直接依赖AI完成课业会丧失高阶思维训练。

    科学网证据待确认未入选重要性 38
  4. Terence Tao 汇总近期关于数学与 AI 的访谈与演讲

    Terence Tao 在博客中汇总了近期围绕数学与 AI 的访谈和演讲,包括 BBC Science Focus 播客、SAIR Foundation 对谈、Nature 评论文章及 Science Friday 采访等。他同时表示博客正开放给更多客座作者,并披露部分报道与其 11 月 10 日将出版的新书有关。

    Terence Tao 博客证据待确认未入选重要性 17

11月4日

星期三,4 条
  1. 陶哲轩警告:人类把思考交给 AI,危险可能很快到来

    菲尔兹奖得主陶哲轩在加州大学洛杉矶分校 Science x AI Summit 演讲中警告,人类正把思考委托给 AI,却逐渐失去对问题与解决方案的理解,后果可能很快在现实世界显现。他点名电网、航空交通管制、药物研发和芯片设计等领域,担心 AI 方案在数学模型中成立却偏离现实需求。他主张推动数学研究进入“Math 2.0”时代,让 AI 增强而非替代人类的理解与判断。

    IT之家证据待确认未入选重要性 48
  2. Ai2 测试开放预训练模型与前沿模型

    我们测试了开放预训练模型和前沿模型,包括 Gemini 3.8 Flash、Claude Opus 5.5,以及 GPT-6 Sol 和 Luna。 前沿模型在较简单的问题上表现良好。但随着任务变难、输入变长,准确率急剧下降——在最长的通用有限问题上降至 13% 或更低。

    Ai2厂商自述未入选重要性 22
  3. Gated DeltaNet 长序列泛化能力获证明

    在 StateBench 最难级别上,灵活的 Gated DeltaNet 处理的序列长度约为训练中所见序列的 10 倍。 我们的新证明表明,即使特征值非负的 Gated DeltaNet,也能在带舍入的固定精度算术下解决某些周期性任务。

    Ai2证据待确认未入选重要性 42
  4. Mistral Large 4 加入 Open Math OS 模型阵容

    Mistral Large 4 加入 Open Math OS 的模型阵容,具备 1.05T 开放权重和 1M 上下文,已向所有获批团队开放。Open Math OS 是数学家与 AI 智能体在共享项目中协作的研究工作台,只基于开放模型构建,社区可检查并运行这些模型,数据也由社区掌控。Mistral AI 称,阵容中更多开放前沿模型意味着每个团队有更多选择。

    引用SAIR@SAIRfoundation

    New on Open Math OS: Mistral Large 4 by @MistralAI. 1.05T open weights. 1M context window. Available now to all approved teams.

    Mistral AI可用产品未入选重要性 58

11月3日

星期二,8 条
  1. Kevin Weil 谈 AI 与各领域专业能力

    非常同意这个观点,而且它远不止适用于数学。 专业能力依然重要,[科学领域] + AI 能比以往更快地理解/完成更多事情。

    引用Alex Kontorovich@AlexKontorovich

    Frank Calegari has a great post on Terry's blog: https://terrytao.wordpress.com/2026/11/01/mathematics-has-changed-lets-act-like-it/ I think it aligns most closely to what I've been thinking and trying to say (and I believe communicates it better than I've been able to). Some highlights: "I hope AI can help mathematicians break out of the straitjacket of being constrained by the first natural conjecture they cannot prove, and work on unraveling the deeper mysteries woven throughout our subject." "The natural grooves of our profession have very much been bent toward more narrow technical expertise than a bigger vision. AI allows us an amazing opportunity to broaden ourselves as mathematicians." "There are so many problems in mathematics that are still so fresh and vital but were previously untouchable that the opportunity to approach them is massively exciting. We need to be more ambitious, to create bold research plans that weren’t even conceivable a year ago." "The difference in reaction between the optimists and the pessimists is that, for the pessimists, the game is over. For the optimists, the game has just changed." "[T]here now exists an amazing new tool to study mathematics. To turn away and say that the community of mathematics as it currently exists is more important than mathematics itself would be a terrible mistake." "[I]t takes one look at the arXiv to see many people in our profession rushing out AI-assisted papers in a somewhat unsightly rush to be the “first” to prove things." [Aside: mere days after the qRH result, I had something like a half-dozen emails in my inbox, some from amateurs but some also from tenured faculty, with Lean formalizations of nonvanishing on Re(s)> 7/8-1/10^k for various large values of k. What the hell are you even doing? That kind of thing may have been valuable years ago, when it was difficult and signaled deep understanding and great technique. Today? Who the hell cares?] "To me [this is back to Frank now], someone who chooses a worthwhile problem, obtains a proof completely using AI, understands it thoroughly, and uses it to develop interesting further questions or directions has made a substantial mathematical contribution." "If you, as a senior mathematician, are stressed about being scooped by AI, then you are not being ambitious enough." [On hiring:] "I am looking for a narrative of where you want mathematics to go, the technical ability to explain why this may be possible, being able to converse about many areas of mathematics, and a demonstrable record of having done all of this in the past." "What I want a graduate student to achieve at the end of their PhD is a view of mathematics that extends well beyond their discipline, and yet with demonstrable technical skills on at least some class of problems." "I advocated above that we need to evaluate work as if AI was involved. But this does not imply that we don’t need to teach students to do deep mathematics without AI just as the existence of computers doesn’t mean we should no longer teach children arithmetic." [I've often said similar things as well...] "All of my friends in the humanities truly believe that having mathematicians in society both as custodians of one of humanity’s oldest intellectual activities and explorers of the frontiers of knowledge is important. I understand that some part of the culture we so deeply care about will disappear, and as humans, an emotional response to that is very natural. But this is a time to explain to everyone that there are so many great new opportunities, possibilities, and reasons to be optimistic. We are on the verge of a new era of mathematics, and I am excited to see what happens." Bravo Frank!

    Kevin Weil证据待确认未入选重要性 22
  2. HistGramBench:多模态模型将历史数学图重绘为 TikZ 时的结构还原评测基准

    研究者提出 HistGramBench,用 2,507 幅来自 1551–1933 年间 95 部著作、8 种语言的历史数学图,评测多模态模型把图重绘为 TikZ 程序时的结构还原能力。每幅图由两家不同厂商的 AI 模型就读者可从图中读出的事实达成一致,再在模型自己绘出的图上核验这些事实。评测 6 个平价模型,最佳者约还原五分之三的事实,多数遗漏来自始终未生成图形的程序,平行与相切关系最难复现。

    arXiv cs.DL 数字图书馆预印本未入选重要性 44
  3. MIT CSAIL 团队提出权重空间编程,GPT-6 Astra 直接改写 Qwen3.5-0.8B 权重提升数学能力

    MIT CSAIL 博士生 Rikiya Takehi 及团队提出“权重空间编程”,让 GPT-6 Astra 直接读写神经网络权重,不训练也不算梯度。据其博客介绍,实验只改动 Qwen3.5-0.8B 约 0.016% 的权重,MATH-500 从 7.9 升到 48.1,GSM8K 从 13.8 升到 67.1,并称修复了该模型的推理循环、指令遵循提升 3 倍。

    引用Rikiya Takehi@rikiyatakehi

    We asked GPT-6 Astra to edit Qwen3.5-0.8B weights to improve math. It directly changed only 0.016% of weights, fixing 0.8B's reasoning loops & improving math up to 6x and even instruction following 3x, without gradients or training. We call this Weight-Space Programming: frontier LLMs can now natively read/write neural network weights! 🧵 Blog: https://rikiyat.github.io/blog/weight-space-programming/

    indigo预印本未入选重要性 58
  4. GPT-6 Astra 直接改写模型权重

    Astra 不断让我惊叹 🤯

    引用Rikiya Takehi@rikiyatakehi

    We asked GPT-6 Astra to edit Qwen3.5-0.8B weights to improve math. It directly changed only 0.016% of weights, fixing 0.8B's reasoning loops & improving math up to 6x and even instruction following 3x, without gradients or training. We call this Weight-Space Programming: frontier LLMs can now natively read/write neural network weights! 🧵 Blog: https://rikiyat.github.io/blog/weight-space-programming/

    dominik kundel证据待确认未入选重要性 29
  5. DeepSeek V4.1 Flash 的 ARC-AGI 成绩

    来自 @deepseek_ai 的 DeepSeek V4.1 Flash 1017 在 ARC-AGI 上的成绩(已核验): - ARC-AGI-3:5.8%,$1.2K(provider adapter harness),0.2%,$1.0K(standard harness) 它在 ARC-AGI-3(5.81%)和 ARC-AGI-2(78.1%)上领先开放权重模型,并在 ARC-AGI-1(94.5%)上并列开放权重模型最佳成绩。

    ARC Prize证据待确认未入选重要性 22
  6. AI 时代的无我数学:数学的价值不应由产出与能力定义

    Terence Tao 博客刊出 Karthik C. S.、Amit Sahai、Jie Xue 的客座文章,主张数学真理独立于发现者而存在,数学工作的价值在于理解而非产出结果。文章认为,用论文、引用、奖项等指标衡量智识生活,会把人理解为能力的集合,AI 带来的被替代焦虑正源于这种自我认知。作者提出,不应把创造力、直觉或品味当作优于机器的避难所,否则仍困在同一套智识价值框架中。

    Terence Tao 博客证据待确认未入选重要性 18

11月2日

星期一,2 条
  1. Amazon 用 Lean 4 形式化证明 AWS Aurora 数据分发协议的鲁棒性

    Amazon 自动推理团队用 Lean 4 形式化并证明了 AWS Aurora 分布式协议 Grover 的核心数据修复与迁移协议,证明其满足默认六副本容忍任意两节点同时故障的承诺,且证明不限定副本数。团队让 LLM 迭代提出规范并尝试证明或反例,过程中发现并记录了文档中的隐性假设与歧义,若照文档实现可能导致数据丢失。两种风格的协议形式也被证明等价,便于专家审阅。

    Amazon Science官方开放代码未入选重要性 58
  2. 王国祯:数学家的使命远远不只是做题

    上海数学中心首席教授王国祯与徐宙利合作,将球面稳定同伦群的计算从第59项推进到第60、61项,再推到第90项,并因此获得2026年度求是杰出科学家奖数学奖。他认为AI解题只是模型训练的副产品,学生依赖AI会削弱“手搓定理”的动力,但数学岗位不应因此减少。他正着手将计算过程形式化,用于训练模型辅助计算。

    科学网证据待确认未入选重要性 22