Hi EAGLE team,
We are currently evaluating EAGLE 3.1 for a large-scale inference framework. The theoretical foundation of using Post-norm to mitigate Attention Drift and Layer-stacking (as described in your paper) is brilliant.
However, when reviewing community implementations, we noticed an interesting phenomenon. For instance, in the recently released Kimi-K2.6-eagle3.1-mla model on Hugging Face (https://huggingface.co/lightseekorg/kimi-k2.6-eagle3.1-mla), the evaluation uses a shallow
speculation depth (num_speculative_tokens=3). Under this setting, the Post-norm architecture occasionally shows a slight regression compared to the Pre-norm baseline on specific sharp-distribution benchmarks (e.g., HumanEval: -0.058, MATH500:
-0.053).
The paper clearly demonstrates that Post-norm prevents magnitude accumulation and Attention Drift, which is critical for deep speculation (e.g., $k=8$). Our hypothesis is that at shallow depths ($k \le 3$) where drift is not yet severe, the
additional normalization layers (FC-norm and Post-norm) might introduce a regularization effect that slightly hinders the draft model's immediate next-token prediction accuracy on these tasks.
Questions for discussion:
- Does this align with your theoretical understanding and experimental observations?
- Is there an implicit "minimum effective depth" (e.g., $k \ge 4$) required to truly observe the architectural benefits of EAGLE 3.1 over 3.0?
- Has the team collected comparative data on the performance of Pre-norm vs. Post-norm at varying shallow depths?
Thanks for the great work and looking forward to your insights!
Hi EAGLE team,
We are currently evaluating EAGLE 3.1 for a large-scale inference framework. The theoretical foundation of using Post-norm to mitigate Attention Drift and Layer-stacking (as described in your paper) is brilliant.
However, when reviewing community implementations, we noticed an interesting phenomenon. For instance, in the recently released Kimi-K2.6-eagle3.1-mla model on Hugging Face (https://huggingface.co/lightseekorg/kimi-k2.6-eagle3.1-mla), the evaluation uses a shallow
speculation depth (num_speculative_tokens=3). Under this setting, the Post-norm architecture occasionally shows a slight regression compared to the Pre-norm baseline on specific sharp-distribution benchmarks (e.g., HumanEval: -0.058, MATH500:
-0.053).
The paper clearly demonstrates that Post-norm prevents magnitude accumulation and Attention Drift, which is critical for deep speculation (e.g.,$k=8$ ). Our hypothesis is that at shallow depths ($k \le 3$ ) where drift is not yet severe, the
additional normalization layers (FC-norm and Post-norm) might introduce a regularization effect that slightly hinders the draft model's immediate next-token prediction accuracy on these tasks.
Questions for discussion:
Thanks for the great work and looking forward to your insights!