CLAIMar 9

LinearARD: Linear-Memory Attention Distillation for RoPE Restoration

arXiv:2604.00004Has Code
AI Analysis

This addresses a critical issue for users of extended-context LLMs by efficiently mitigating performance loss on standard tasks, though it is incremental as it builds on existing distillation and scaling techniques.

The paper tackles performance degradation in large language models after extending context windows via positional encoding scaling, proposing LinearARD, a self-distillation method that restores short-text performance by aligning attention dynamics with a teacher model. It recovers 98.3% of short-text performance on LLaMA2-7B extended to 32K context, using only 4.25M training tokens compared to 256M for baselines.

The extension of context windows in Large Language Models is typically facilitated by scaling positional encodings followed by lightweight Continual Pre-Training (CPT). While effective for processing long sequences, this paradigm often disrupts original model capabilities, leading to performance degradation on standard short-text benchmarks. We propose LinearARD, a self-distillation method that restores Rotary Position Embeddings (RoPE)-scaled students through attention-structure consistency with a frozen native-RoPE teacher. Rather than matching opaque hidden states, LinearARD aligns the row-wise distributions of dense $Q/Q$, $K/K$, and $V/V$ self-relation matrices to directly supervise attention dynamics. To overcome the quadratic memory bottleneck of $n \times n$ relation maps, we introduce a linear-memory kernel. This kernel leverages per-token log-sum-exp statistics and fuses logit recomputation into the backward pass to compute exact Kullback-Leibler divergence and gradients. On LLaMA2-7B extended from 4K to 32K, LinearARD recovers 98.3\% of the short-text performance of state-of-the-art baselines while surpassing them on long-context benchmarks. Notably, our method achieves these results using only \textbf{4.25M} training tokens compared to the \textbf{256M} tokens required by LongReD and CPT. Our code is available at https://github.com/gracefulning/LinearARD.

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