公开论文雷达

公开 arXiv 研究简报 · 2026-08-29T00:56:53.814642+00:00

先看结论和关键数字,再决定要不要读原文。候选只在首次出现时展示;旧候选若后来通过深读门槛,仍会进入重点。

三张卡都在拆任务、不轻信聚合分

两篇讲形式化数学证明的评测(FaithSieve、MathAdv),一篇讲LLM生成模型测试路径。共同点是都不满足端到端总分,而是拆成更细的单元分层判断。建议先读MathAdv建立诊断视角,再看FaithSieve的对齐门控做法,最后用测试生成那篇做跨域对照。

推荐阅读顺序

  1. 2608.25449:先建立诊断视角:它说明聚合准确率会掩盖形式化瓶颈和鲁棒性缺陷,教你把评测拆成知识、推理、形式化、鲁棒性四层来看。
  2. 2608.26310:接着看具体解法:把证明拆成局部EdgeUnit,用语义对齐评分门控Lean调用,过滤自动形式化的语义漂移来定位首错。
  3. 2608.27094:最后做跨域对照:同样的拆解思路换到软件测试,用单次提示让LLM生成更短的测试路径,关注步数而非只看覆盖是否达标。
共性方法
三者都不信任端到端或聚合指标:各自把大任务拆成更细的单元(EdgeUnit、四层任务、路径步数),分层测量或加门控后再汇总。都用了LLM,但都强调单一总分会掩盖真实短板,得看局部才靠谱。
关键分歧
定位不同:MathAdv是诊断基准,只暴露问题不修复;FaithSieve是干预工具,加对齐门控来纠正误判;测试生成那篇换了领域,把LLM当生成器追求更短路径,而非评判证明。前两篇是形式化数学,后一篇是软件测试。
选择准则
要评估证明器能力或做证明批改,先读MathAdv再读FaithSieve;若你在做基于模型的测试路径生成,直接看2608.27094,并以路径步数而非覆盖率为核心指标。

重点深读(3 / 3 篇)

形式化与程序验证(2 篇)

形式化与程序验证 8/30

FaithSieve: Fine-Grained Evaluation of Math Proofs with Faithful Formal Evidence

FaithSieve:先拆证明再加对齐门控,首错定位精确率提高约9个百分点:如果你用LLM或Lean检查学生或模型写的数学证明,最担心的就是

两句看懂

直接用Lean评判自然语言证明时,自动形式化的语义漂移会绕过真实的局部错误;FaithSieve把证明拆成EdgeUnit,用语义对齐评分门控Lean调用,再聚合局部证据定位首错。在两个专家标注基准(竞赛350题、大学200题)上,首错精确率分别达81.43%和84.5%,比直接模型判断基线高约9个百分点。

核心判断

把自然语言证明拆成局部EdgeUnit,并用语义对齐评分控制形式化验证调用,可把首错定位精确率提高约9个百分点;两个专家标注数据集(共550题)的对比实验支持这一结论。

关键要点

1. 旧方法靠模型自然语言打分,容易漏掉局部推理跳跃;直接调Lean时,自动形式化可能省略前提、反转蕴含,或把有争议的局部命题改写成可证但语义漂移的陈述,验证通过而真实首错被绕过——直接判断基线在竞赛集只有72.29%。 2. FaithSieve把步骤拆成EdgeUnit,提取类型化证明义务,用语义对齐评分做门控:只有Lean陈述忠实保留原命题意图才采纳其证据,再结合SymPy和轻量检查聚合预测首错;两个数据集均经专家标注验证。 3. 结果:竞赛集81.43%对基线72.29%(+9.1pp),大学集84.5%对75.0%(+9.5pp);改善来自局部分解加对齐门控的组合,不做对齐过滤直接调Lean反而会降低定位精度。

证据与结果

数据集:ProofLoc-Olympiad(350题,代数与数论,专家验证首错标注);ProofLoc-University(200题,六个高等数学领域,专家验证)。指标:首错精确率(exact first-error accuracy)。结果:竞赛集81.43%对基线72.29%(+9.14pp);大学集84.5%对75.0%(+9.5pp)。核心失败模式:自动形式化导致目标漂移,未加对齐过滤的Lean直接调用会绕过局部缺陷或验证已漂移的陈述,误报验证通过。

打开论文原文
它要解决什么
如何把Lean这样的形式化定理证明器可靠地用于自然语言证明的局部首错定位,同时避免自动形式化引入的语义漂移?
研究路径
三阶段执行:①定位——构建证明状态树,把粗粒度步骤拆成EdgeUnit(局部状态转换),检索可疑转换。②验证——提取类型化证明义务,由形式化评估代理调用Lean、SymPy及轻量非形式化检查,收集多源证据;语义对齐评分过滤目标漂移的Lean陈述。③合成——把局部证据汇聚回原步骤级,预测首错位置。
这对工程意味着什么
第一步行动:把证明拆成局部转换单元,在调用形式化验证之前加一道语义对齐评分过滤。要避免的捷径:不要把形式化证明器的
证据定位
ProofLoc-Olympiad(350题):首错精确率81.43%,直接判断基线72.29%,提升9.1pp。ProofLoc-University(200题,六领域):84.5%对75.0%,提升9.5pp。两个数据集共550题,首错标注均经专家人工验证。(筛选维度:形式化验证、可复核评测)
适用边界
数据集规模有限(竞赛集350题、大学集200题),覆盖集中在代数、数论和六类高等数学;语义对齐评分本身的精度上界未在供给文本中量化披露;在其他主干模型下的泛化性未见报告。
方法与英文摘要

作者先构建两个专家标注数据集:ProofLoc-Olympiad(350题,代数与数论)和ProofLoc-University(200题,六个高等数学领域)。FaithSieve分三阶段工作。①定位:把证明步骤拆成局部状态转换单元EdgeUnit,构建证明状态树,检索可疑转换。②验证:提取类型化证明义务,调用Lean、SymPy和轻量检查收集多源证据;用语义对齐评分做门控,只采纳忠实保留原命题上下文、对象与逻辑形式的Lean陈述,过滤掉漂移的陈述。③合成:把局部证据聚合回步骤级,预测首错位置。

Large language models can now generate complex, multi-step mathematical proofs, but reliably determining their correctness and localizing early logical errors remains a critical challenge. Existing evaluation approaches largely depend on model-based natural-language judgments, which often overlook local reasoning gaps. While formal theorem provers like Lean offer a path to rigorous verification, using them to evaluate informal text requires solving locality and semantic mismatches: a prover might bypass a local flaw by proving an overly broad target, or validate an auto-formalized statement that drifts from the original mathematical intent. To address this, we introduce FaithSieve, a Lean-assisted framework for fine-grained evaluation of natural-language mathematical proofs. FaithSieve decomposes coarse proof steps into local reasoning units, extracts typed proof obligations, and verifies them through a formal evaluation agent. Formal validation is gated by semantic alignment scoring, so Lean evidence is incorporated only when the formal statement faithfully preserves the context, objects, and logical form of the original claim. We construct two expert-verified datasets, ProofLoc-Olympiad and ProofLoc-University, to benchmark first-error localization. On the 350-problem Olympiad dataset, FaithSieve using a GPT-5.4 backbone achieves 81.43% exact first-error accuracy, outperforming the direct-judging baseline of 72.29%. Furthermore, on the 200-problem ProofLoc-University benchmark spanning six advanced domains, FaithSieve reaches 84.5% exact accuracy, compared to 75.0% for the direct judge. Our work demonstrates that decomposing proofs into fine-grained units and grounding them with faithful formal evidence significantly improves reliable evaluation of natural-language reasoning.

形式化与程序验证 8/30

MathAdv: What Theorem Provers Know, Reason, Formalize, and Generalize

聚合准确率看不清定理证明器的短板,MathAdv用四层任务把失败原因拆开:工程师挑证明器时只看端到端证明通过率,会漏掉形式化瓶颈和鲁棒性缺陷,甚至误判专用模型的能力。MathAdv把评测拆成知识、推理、形式化、鲁棒性四层,结果显示形式化是最大瓶颈,且这些失败在聚合指标里完全看不见。

两句看懂

现有形式化证明基准仅报告聚合准确率,导致知识缺口、推理错误与形式化难度三类失败无法区分,MathAdv引入四任务框架对13个领域321题逐层评测。结果显示形式化是最大瓶颈,专用证明模型在自然语言引导下准确率反而下降,等价变体揭示的鲁棒性缺口在聚合指标中完全不可见。

核心判断

聚合证明准确率不足以描述定理证明器能力;四任务分离评测显示形式化本身是主要瓶颈,等价变体下鲁棒性显著下降,专用模型在自然语言引导下准确率反而降低。

关键要点

1. 旧有评测缺口:现有基准以聚合证明准确率排名,无法辨别失败来自知识识别、非形式推理还是Lean 4形式化,题目又集中在代数与数论。 2. 方法与受控变量:321题覆盖13个领域,298题配Lean 4陈述;专家手工等价变体改表述不改数学内容并经Lean验证;四类子任务独立标注、分层测量。 3. 决定性结果与行动:形式化是最大单点瓶颈,自然语言引导拖累专用证明模型,等价变体暴露鲁棒性缺陷;评测时应逐层打分并加做变体测试。

证据与结果

321题跨13个领域(本科至研究生级),含拓扑、傅里叶分析、泛函分析等现有基准未覆盖领域;298题具备Lean 4形式化陈述,23题因Mathlib支持不足暂缓形式化。评测多个当代定理证明器,覆盖四类任务。核心发现:形式化是最大瓶颈;领域间性能差异显著;自然语言引导帮助通用LLM但拖累专用证明模型;等价变体暴露显著鲁棒性缺陷。聚合准确率掩盖上述所有失败模式,证明分层评测的必要性。

打开论文原文
它要解决什么
形式化定理证明的聚合准确率是否充分描述了模型能力?知识缺口、推理错误与形式化难度能否通过多任务设计分离识别?
研究路径
每题构建至多四层任务:(1)Lean 4机器可验证证明测形式化能力;(2)多选题测定理及策略识别;(3)填空题要求解题但无需写Lean,测非形式推理;(4)专家手工等价变体改变表述、保持数学内容,经Lean验证后独立成题测鲁棒性。各层独立评测,结果交叉对比定位失败根源。
这对工程意味着什么
第一步行动:给待选证明器补一组等价变体测试,在聚合准确率之外单独测鲁棒性。要避免的捷径:只看端到端证明通过率就下结论,这会掩盖形式化瓶颈与鲁棒性缺陷,在拓扑等低频领域尤为危险。
证据定位
四项发现:形式化是最大瓶颈;性能随领域显著波动;自然语言引导提升通用LLM却拖累专用证明模型;等价变体暴露显著鲁棒性缺陷。聚合准确率无法区分上述四类失败模式。(筛选维度:形式化验证、可复核评测)
适用边界
23题因Mathlib支持不足未完成Lean 4形式化,影响形式化层评测完整性;题目范围限于本科至研究生级,未覆盖竞赛级问题;专家变体数量因领域而异,鲁棒性测试密度不均。
方法与英文摘要

数据集共321题,覆盖13个本科至研究生级数学领域,含拓扑、傅里叶分析、泛函分析。298题已形式化为Lean 4陈述,23题因Mathlib支持不足暂缓。每题配套至多三项辅助任务:多选题探测数学知识,填空题隔离非形式推理,专家手工变体保持数学内容但改变表述以测鲁棒性。对多个当代定理证明器逐任务独立评测。

Formal theorem proving enables machine-verifiable evaluation of mathematical reasoning, yet existing benchmarks often emphasize aggregate proof accuracy, concentrate on a narrow range of mathematics, and provide limited evidence of robustness to equivalent reformulations. We introduce MathAdv, a diagnostic benchmark spanning 13 domains across undergraduate- and graduate-level mathematics. Alongside Lean 4 theorem proving, MathAdv provides up to three auxiliary tasks: multiple-choice questions that probe mathematical knowledge, fill-in-the-blank problems that isolate informal reasoning, and expert-crafted transformations that test robustness to problem presentation. Our evaluation of contemporary theorem provers yields four findings: formalization remains a major bottleneck; performance varies substantially across mathematical domains; natural-language guidance helps general-purpose LLMs but can hinder proof-specialized models; and mathematically equivalent reformulations expose substantial robustness limitations. Together, these results show how component-wise evaluation can reveal model capabilities and failure modes that aggregate theorem-proving accuracy obscures. The dataset and evaluation scripts are available at https://github.com/margotyjx/MathAdv.git.

软件工程与仓库智能(1 篇)

软件工程与仓库智能 7/30

An Empirical Evaluation of Using Large Language Models for Automated Model-Based Test Generation

LLM单次提示生成的模型测试路径,步数短于主流MBT工具的随机算法:如果你在做基于模型的测试(MBT),路径太长会直接抬高执行成本、拖慢规模化落地。这项研究让五款顶级LLM用单次结构化提示生成满足覆盖目标的测试路径,在四个真实系统上都比主流工具内置算法更短。

两句看懂

主流MBT工具的内置随机算法倾向生成冗长测试路径,这是工业化规模应用的瓶颈。研究者用四层流水线和单次结构化提示驱动五款LLM,在从10顶点到129顶点的四个真实系统上生成了满足覆盖目标且步数更短的路径。

核心判断

LLM可以通过单次结构化提示生成满足边/顶点覆盖目标的有效模型测试路径,且路径步数短于主流MBT工具内置随机算法。该结论在四个复杂度递增的真实系统上验证成立。

关键要点

1. 旧问题:主流MBT工具的随机遍历算法倾向生成冗长路径,制约规模化应用。 2. 方法与受控检查:把JSON图模型与边/顶点覆盖目标嵌入单次提示驱动五款LLM,测试系统从10顶点18边梯度升到129顶点259边。 3. 结果与行动:五款LLM均产出有效测试套件且步数短于基准算法;已有JSON图模型的团队可直接集成开源流水线。

证据与结果

四个被测系统:TLC(10顶点18边,硬件控制器)、RISC-V(16顶点36边,处理器模型)、Parabank(Web银行演示应用)、高复杂企业测试平台(129顶点259边,Web应用)。边覆盖和顶点覆盖各自独立评估。基准是主流MBT工具的随机算法与快速随机算法。度量指标为测试路径数和路径步数。摘录未披露具体数值和压缩比率,完整量化结果在第4节(摘录范围外)。

打开论文原文
它要解决什么
LLM能否只凭一次结构化提示,生成语法和逻辑都有效的模型测试路径,并且步数少于主流MBT工具内置的随机算法?
研究路径
输入层读取JSON格式图模型(顶点与边定义)。生成层把模型规范和覆盖目标拼入单次提示发给LLM。处理层解析输出,校验路径的语法合规性和覆盖逻辑有效性。评估层统计路径数和步数,与基准算法对比。五款LLM各自独立运行,没有迭代修正步骤。
这对工程意味着什么
第一步行动:把现有的JSON格式图模型和覆盖目标直接输入LLM,对比生成路径与工具默认路径的步数。要避免的捷径:不要只看覆盖率是否达标就结束评估,路径步数才是MBT规模化落地的关键度量。
证据定位
五款LLM在四个系统上都产出了语法和逻辑有效的测试套件,路径步数均短于主流MBT工具的基准算法。最高复杂度系统达129顶点259边,说明方法在规模化场景下可行。摘录未披露具体压缩数值。(筛选维度:可复核评测、软件工程方法)
适用边界
只评估了四个系统(两个Web、两个硬件),样本覆盖有限。实验以单次提示为主,未包含迭代修正。提示词设计本身是未受控变量。摘录范围内未披露路径压缩的具体比率,结论强度有待第4节完整数据支撑。
方法与英文摘要

研究者搭了一条四层流水线:输入、生成、处理、评估。输入是JSON格式的图模型。生成层把模型规范和覆盖目标(边覆盖或顶点覆盖)拼进单次提示发给五款顶级LLM。基准是主流MBT工具内置的随机算法和快速随机算法。四个被测系统复杂度递增:TLC硬件控制器(10顶点18边)、RISC-V处理器模型(16顶点36边)、Web银行演示应用Parabank、高复杂企业测试平台(129顶点259边)。

Large language models have shown strong potential for software engineering tasks, particularly software testing. Model-based testing (MBT) is a software testing technique. To address the broad scalability challenge for industrial adoption of MBTs, our paper presents an empirical evaluation of Large Language Models (LLMs) for automated model-based test generation, compared with a state-of-the-art model-based testing tool (GraphWalker) and its built-in algorithms (random and quick random for edge and vertex coverage settings). Our evaluation indicates strong potential to optimize and shorten test paths and step sizes using the recent five state-of-the-art LLMs (GPT-5.1, GPT-5.2, Claude Opus 4.5, Claude Sonnet 4.5, and Gemini 2.5 Pro) against four GraphWalker models (two web applications (Parabank and Testinium) and two hardware applications (TLC and RISC-V) ) of escalating complexity.

代码质量与优化(0 篇)

本轮没有通过深读证据门的重点论文。

UI 与 GUI Agent(0 篇)

本轮没有通过深读证据门的重点论文。

个人知识与本体(0 篇)

本轮没有通过深读证据门的重点论文。

人机协同与对齐(0 篇)

本轮没有通过深读证据门的重点论文。

本轮分类概览

同一论文只归入一个最先命中的赛道,避免重复计数;“新增候选”只统计首次展示的论文。

赛道新增候选重点
形式化与程序验证12
软件工程与仓库智能21
代码质量与优化00
UI 与 GUI Agent00
个人知识与本体20
人机协同与对齐00

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2026 年 6 月

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2026 年 8 月

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本轮新增候选(5 篇)

按赛道、评分和日期展开;中文标签用于导航,英文摘要用于核验。已展示过的旧候选不会每日重复。

形式化与程序验证(1 篇)

形式化与程序验证 · 8/30 · 2026-08-26FaithSieve:数学证明细粒度评估Lean辅助框架,将自然语言证明分解为局部推理单元并验证,定位早期逻辑错误FaithSieve: Fine-Grained Evaluation of Math Proofs with Faithful Formal Evidence

Large language models can now generate complex, multi-step mathematical proofs, but reliably determining their correctness and localizing early logical errors remains a critical challenge. Existing evaluation approaches largely depend on model-based natural-language judgments, which often overlook local reasoning gaps. While formal theorem provers like Lean offer a path to rigorous verification, using them to evaluate informal text requires solving locality and semantic mismatches: a prover might bypass a local flaw by proving an overly broad target, or validate an auto-formalized statement that drifts from the original mathematical intent. To address this, we introduce FaithSieve, a Lean-assisted framework for fine-grained evaluation of natural-language mathematical proofs. FaithSieve decomposes coarse proof steps into local reasoning units, extracts typed proof obligations, and verifies them through a formal evaluation agent. Formal validation is gated by semantic alignment scoring, so Lean evidence is incorporated only when the formal statement faithfully preserves the context, objects, and logical form of the original claim. We construct two expert-verified datasets, ProofLoc-Olympiad and ProofLoc-University, to benchmark first-error localization. On the 350-problem Olympiad dataset, FaithSieve using a GPT-5.4 backbone achieves 81.43% exact first-error accuracy, outperforming the direct-judging baseline of 72.29%. Furthermore, on the 200-problem ProofLoc-University benchmark spanning six advanced domains, FaithSieve reaches 84.5% exact accuracy, compared to 75.0% for the direct judge. Our work demonstrates that decomposing proofs into fine-grained units and grounding them with faithful formal evidence significantly improves reliable evaluation of natural-language reasoning.

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软件工程与仓库智能(2 篇)

软件工程与仓库智能 · 7/30 · 2026-08-27LLM自动生成模型测试的实证评估基于摘要:对比GraphWalker与五种LLM在四个模型上的测试路径生成,显示优化潜力An Empirical Evaluation of Using Large Language Models for Automated Model-Based Test Generation

Large language models have shown strong potential for software engineering tasks, particularly software testing. Model-based testing (MBT) is a software testing technique. To address the broad scalability challenge for industrial adoption of MBTs, our paper presents an empirical evaluation of Large Language Models (LLMs) for automated model-based test generation, compared with a state-of-the-art model-based testing tool (GraphWalker) and its built-in algorithms (random and quick random for edge and vertex coverage settings). Our evaluation indicates strong potential to optimize and shorten test paths and step sizes using the recent five state-of-the-art LLMs (GPT-5.1, GPT-5.2, Claude Opus 4.5, Claude Sonnet 4.5, and Gemini 2.5 Pro) against four GraphWalker models (two web applications (Parabank and Testinium) and two hardware applications (TLC and RISC-V) ) of escalating complexity.

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软件工程与仓库智能 · 6/30 · 2026-08-26REMI:个体公平缺陷定位与缓解针对个体歧视的自动化定位、解释与缓解,基于原始与反事实对的比较Fairness Invariants: A Relational Approach to Explaining and Mitigating Fairness Bugs

Data-driven software systems are increasingly deployed in high-stakes socio-economic domains, from criminal justice to financial lending. However, these systems often exhibit individual discrimination---unjustified disparities in which a program yields different outcomes for similar individuals who differ only in their protected attributes (e.g., race, gender, age). While existing research has focused on detecting and quantifying these bugs, there remains a critical lack of principled mechanisms to explain and localize individual fairness bugs. Current explanation techniques are largely designed for single-input decisions rather than the relational nature of discrimination, which inherently involves a comparison between an original and a counterfactual pair. We present REMI, a framework for the automated localization, explanation, and mitigation of individual discrimination. Inspired by loop-invariant synthesis in formal methods, we treat counterfactual fairness as a relational invariant discovery problem. We introduce a bidirectional relational explanation framework that learns over paired examples $(x, x')$ to identify regions of the input space where fairness is violated. Unlike traditional one-way implication pairs used in invariant inference, our approach enforces bidirectional constraints: requiring identical outcomes for both original and counterfactual samples. REMI utilizes three data-alignment techniques to infer interpretable rule-based models that act as "fairness invariants." These rules serve as guardrails to selectively block or relabel unfair predictions without requiring model retraining. Our evaluation on symbolic and neural network programs demonstrates that REMI localizes ground-truth fairness bugs in over 83% of cases, significantly outperforming state-of-the-art baselines and reducing discriminatory decisions in black-box models by up to 70%.

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代码质量与优化(0 篇)

本轮该赛道没有候选论文。

UI 与 GUI Agent(0 篇)

本轮该赛道没有候选论文。

个人知识与本体(2 篇)

个人知识与本体 · 3/30 · 2026-08-27GraphMemix:查询感知证据森林记忆将多模态长期记忆组织为查询感知证据森林,联合优化证据效用与激活成本GraphMemix: Query-Aware Evidence Forests for Long-Term Multimodal Agent Memory

Organizing long-term memory for multimodal agents remains challenging because existing methods either suffer from expensive question-agnostic offline summaries or naive embedding similarity matching that introduces incomplete and redundant context. To address these issues, we propose GraphMemix, a combinatorial-optimization graph memory framework that models memory organization as query-aware evidence-forest construction. Specifically, our method consists of three key components:(1) candidate graph construction, which expands multi-view seed memories through schema and semantic relations to acquire query-aware original context; (2) evidence utility and activation costs, which decouples direct memory support from anchor-conditioned relation verification to suppress redundant or conflicting information; and (3) forest optimization, which jointly selects a forest-format memory context under a maximum evidence budget and its reliable relational structure. By organizing memory into a query-relevant subgraph, the method avoids substantial lifecycle cost and recovers low-similarity complementary evidence. Experimental results across four long-term multimodal memory benchmarks demonstrate significant improvements with different foundation models and establish a new Pareto frontier between accuracy and lifecycle cost.

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个人知识与本体 · 3/30 · 2026-08-27CoVeMem:协作向量记忆用于推荐代理用冻结LightGCN状态构建记忆库,候选集检索历史状态,缓解文本记忆局限When Memory Takes Gradients: Collaborative Vector Memory for Agentic Recommender Systems

Agentic recommender systems ground each decision of a large language model (LLM) in a persistent memory of the user, and in existing agents that memory is text: a narrative written and maintained by further LLM calls. Text limits this memory in two ways. It is updated one rewrite at a time, so exploiting the full interaction history is prohibitively expensive; and collaborative evidence, graded similarity over an entire catalog, does not survive translation into sentences. We propose CoVeMem (Collaborative Vector Memory), which vectorizes the collaborative core of the agent's memory. Frozen LightGCN user and item states form the memory bank; at each decision, the candidate set itself retrieves the most relevant historical states, which enter the LLM's context as soft tokens alongside a light textual profile. Contrastive alignment to item-semantic anchors, followed by listwise co-training with masked candidates, teaches the model to read these states and to rank through them; a pointwise yes/no readout scores each candidate. Across four instruction-grounded recommendation benchmarks, CoVeMem matches or exceeds the strongest collaborative text-memory agent on 19 of 20 metric cells while requiring zero additional LLM calls for memory maintenance beyond the shared static profile, against per-interaction calls for text memory. The memory now takes gradients: the full interaction history, out of reach for text, becomes available as training data for what the agent remembers and for how it reads what it remembers.

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人机协同与对齐(0 篇)

本轮该赛道没有候选论文。