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349 posts in total. Keep on posting.
Showing posts 121–132 of 349. Each entry opens locally on this site; legacy Hexo posts link back to their original article at the bottom for reference.
2026
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AdaFlash 阅读笔记:如何驯服扩散式投机解码中的方差问题
AdaFlash 发现用扩散模型做投机解码的草稿模型,存在跨领域和跨token位置两种隐藏的方差问题;论文用一套在线策略蒸馏和一个自适应验证长度头同时解决这两个问题,在高并发场景下相比此前最优方法吞吐量提升最高约66%。
- EN
PS-PPO: Skipping the Boring Parts of a Trajectory Without Breaking PPO's Math
PS-PPO observes that reasoning-trace prefixes often already determine the final reward, then builds a convex-optimization-derived, provably unbiased scheme to backpropagate through only a prompt-dependent random prefix of each rollout — cutting RLHF update-stage compute by up to 45% with no accuracy loss.
- 中
PS-PPO 阅读笔记:跳过轨迹里「已经确定」的部分,但不破坏 PPO 的数学
PS-PPO 发现推理轨迹的前缀往往已经能决定最终奖励,于是构造了一套基于凸优化、可证明无偏的方案,让每次梯度更新只对轨迹中一个与 prompt 相关的随机前缀做反向传播——在不损失准确率的前提下,把 RLHF 更新阶段的算力开销削减最多 45%。
- EN
SEED: When Hindsight Becomes a Training Signal, Not Just a Better Prompt
SEED turns completed agentic-RL trajectories into self-generated, self-evolving hindsight skills and distills their behavioral effect back into the policy at the token level, lifting ALFWorld success from 75.0 (GRPO) to 91.8 while removing all skill prompts at inference time.
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SEED 阅读笔记:当「事后诸葛亮」变成训练信号,而不只是更好的提示词
SEED 把已完成的智能体强化学习轨迹转化为自我生成、自我进化的「事后经验技能」,并把这些技能对策略的行为影响蒸馏回策略本身,在 ALFWorld 上把成功率从 GRPO 的 75.0 提升到 91.8,同时推理阶段完全不再需要任何技能提示。
- EN
LACE-SVD: Why Uniform Rank Budgets and Local Reconstruction Are Not Enough for SVD Compression
LACE-SVD shows that SVD-based LLM compression stops being about matrix approximation and becomes a budget-allocation and error-propagation problem once compression gets aggressive, and that tying rank choice to calibration loss plus correcting for cumulative residual-stream drift cuts WikiText-2 perplexity at 60% compression from 46.18 (Dobi-SVD) to 32.57 on LLaMA-7B.
- 中
LACE-SVD 阅读笔记:均匀秩预算和局部重建为什么不够用了
LACE-SVD 指出,当 SVD 压缩比例足够激进之后,问题就不再是「怎么把每个矩阵近似好」,而变成了「怎么把有限的参数预算分给不同层」和「怎么防止误差沿残差流累积放大」;把秩分配与校准损失挂钩、再对残差流误差做门控修正,把 LLaMA-7B 在 60% 压缩比下的 WikiText-2 困惑度从 Dobi-SVD 的 46.18 降到了 32.57。
- EN
GIFT: Why the Coordinate System You Quantize In Matters More Than the Quantizer
GIFT shows that FP8 gradient communication error in LLM pretraining is partly a coordinate-system problem, not just a numerical-format problem, and fixes it by quantizing gradients in a cheap K-FAC-whitened space instead of raw Euclidean coordinates.
- 中
GIFT 阅读笔记:量化用的坐标系,比量化器本身更重要
GIFT 指出 LLM 预训练里 FP8 梯度通信的误差,有一部分根本不是数值格式的问题,而是坐标系的问题——把梯度先变换到一个用 K-FAC 曲率近似「白化」过的坐标系里再量化,比直接在原始欧氏坐标里量化更保真。
- EN
COBS: What Block-Sparse Attention Selectors Are Actually Missing (A Second-Order Fix)
COBS shows that every existing cacheable block selector for sparse attention (NSA, CSA, mean-pool, Quest) scores blocks using only a first-order approximation of the true attention mass, and recovers most of the gap to dense attention by caching a compressed second-order (covariance) term instead.
- 中
COBS 阅读笔记:块稀疏注意力的选择器到底漏掉了什么(一个二阶修正)
COBS 指出现有所有可缓存的块选择器(NSA、CSA、mean-pool、Quest)对注意力质量的估计都只用到了一阶信息;论文把块内 key 协方差的二阶项找回来,在长上下文检索基准上补齐了大部分与稠密注意力的差距。
- EN
RIPO: Why PPO's Ratio Clipping Is the Wrong Metric, and What Riemannian Geometry Fixes
RIPO shows PPO-Clip silently measures policy change with the wrong (Euclidean) metric, so it over-constrains rare exploration tokens and under-constrains dominant ones — and fixes this with a clipping rule derived directly from the policy's Riemannian (KL-induced) geometry, beating GRPO by up to 60% on AIME24.