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Paper · arXiv 2503.01496

Liger: Linearizing Large Language Models to Gated Recurrent Structures

Disen Lan, Weigao Sun, Jiaxi Hu, Jusen Du, Yu Cheng

18 upvotesMarch 3, 2025arXiv 预印本
AI 摘要

Liger, a novel method, converts pretrained large language models into gated linear recurrent structures using pretrained weights and lightweight fine-tuning, recovering performance and improving efficiency.

transformerslinear recurrent modelinglinearizationlarge language modelsLLMsgated recurrent modelsLigerkey matrix weightsgating mechanismsLow-Rank AdaptationLoRALiger Attentionintra-layer hybrid attention mechanism

Abstract

Transformers with linear recurrent modeling offer linear-time training and constant-memory inference. Despite their demonstrated efficiency and performance, pretraining such non-standard architectures from scratch remains costly and risky. The linearization of large language models (LLMs) transforms pretrained standard models into linear recurrent structures, enabling more efficient deployment. However, current linearization methods typically introduce additional feature map modules that require extensive fine-tuning and overlook the gating mechanisms used in state-of-the-art linear recurrent models. To address these issues, this paper presents Liger, short for Linearizing LLMs to gated recurrent structures. Liger is a novel approach for converting pretrained LLMs into gated linear recurrent models without adding extra parameters. It repurposes the pretrained key matrix weights to construct diverse gating mechanisms, facilitating the formation of various gated recurrent structures while avoiding the need to train additional components from scratch. Using lightweight fine-tuning with Low-Rank Adaptation (LoRA), Liger restores the performance of the linearized gated recurrent models to match that of the original LLMs. Additionally, we introduce Liger Attention, an intra-layer hybrid attention mechanism, which significantly recovers 93\% of the Transformer-based LLM at 0.02\% pre-training tokens during the linearization process, achieving competitive results across multiple benchmarks, as validated on models ranging from 1B to 8B parameters. Code is available at https://github.com/OpenSparseLLMs/Linearization.

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