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1. Recursive Agent Harnesses (RAH)
1. Recursive Agent Harnesses(RAH)
arXiv:2606.13643 评测基准 方法 OA · 绿色 被引 2 · S2

本文命名并研究这两条研究脉络之间的模式:其递归单元是配备文件系统工具、代码执行与规划的完整 Agent harness,而非无工具的模型调用,并给出针对长上下文推理的受控评估。This work names and studies the pattern between these two lines of work, where the recursive unit is a full agent harness with filesystem tools, code execution, and planning rather than a model call with no tools, and provides a controlled evaluation on long-context reasoning.

🟡 保留 4:"The Last Harness" — Meta-Evolution 双层循环
arXiv:2604.21003 评测基准 方法 OA · 绿色 被引 2 · S2

一个两级框架将手动 harness 工程转变为自动化 harness 工程,并更进一步——将"自动化本身的设计"也自动化。A two-level framework shifts manual harness engineering into automated harness engineering, and takes one step further --automating the design of the automation itself.

🔴 保留 3:Agentic Harness Engineering (AHE) — arXiv 实证论文
🔴 保留 3:Agentic Harness Engineering(AHE)— arXiv 实证论文
arXiv:2604.25850 评测基准 方法 OA · 绿色 被引 56 · S2

提出 Agentic Harness Engineering(AHE),一个通过三个相互匹配的 observability 支柱应对 harness 工程挑战的闭环,将每一次编辑转化为可证伪的契约,使 harness 演进能够自主进行而不退化为试错。Agentic Harness Engineering (AHE) is introduced, a closed loop that addresses harness engineering challenges through three matched observability pillars that turn every edit into a falsifiable contract, so harness evolution proceeds autonomously without collapsing into trial-and-error.

Agent runtime / security / harness 补充候选
Agent runtime / security / harness 补充候选
arXiv:2603.25723 评测基准 方法 OA · 绿色 被引 34 · S2

本文提出 Natural-Language Agent Harnesses,即可编辑的、描述运行级 harness 策略的文档,以及 Intelligent Harness Runtime(IHR),一个将上述文档解释为 agent 调用、交接、状态更新、验证门控与 artifact 契约的共享运行时。This paper introduces Natural-Language Agent Harnesses, editable documents that describe run-level harness policy, and Intelligent Harness Runtime (IHR), a shared runtime that interprets these documents into agent calls, handoffs, state updates, validation gates, and artifact contracts.

1️⃣ arXiv · Learning Rate Matters: Vanilla LoRA May Suffice(⭐⭐⭐⭐⭐ 必读)
学习率至关重要:Vanilla LoRA 可能已足够
arXiv:2602.04998 评测基准 方法 Open MIND OA · 绿色 被引 8 · S2

本文通过大规模超参数搜索,系统地重新评估了 Vanilla LoRA 以及九个代表性 LoRA 变体,发现不同 LoRA 方法偏好的学习率区间各异,并将最优学习率区间的差异归因于最大 Hessian 特征值的变化,与经典学习理论相吻合。This work systematically re-evaluate nine representative LoRA variants alongside vanilla LoRA through extensive hyperparameter searches, finding that different LoRA methods favor distinct learning rate ranges and attributes the differing optimal learning rate ranges to variations in the largest Hessian eigenvalue, aligning with classical learning theories.