1bit-Merging: Dynamic Quantized Merging for Large Language Models
Shuqi Liu, Yuxuan Yao, Bowei He, Zehua Liu, Xiongwei Han, Mingxuan Yuan, Han Wu, Linqi Song
TL;DR
1bit-Merging tackles the challenge of combining specialized LLMs by marrying task-specific routing with 1-bit quantized task vectors, enabling dynamic, task-aware merging with reduced storage. The approach leverages module-level knowledge locality, quantizing task vectors on a per-module basis and selecting the most relevant vector via a lightweight router before fusing the rest with a principled merging method. Empirical results across LLaMA2 and Mistral families show that 1bit-Merging matches or exceeds traditional merging while lowering storage costs, and scales effectively to larger architectures. The work highlights practical pathways for deploying composite, domain-competent models with manageable footprint and robust cross-domain performance.
Abstract
Recent advances in large language models have led to specialized models excelling in specific domains, creating a need for efficient model merging techniques. While traditional merging approaches combine parameters into a single static model, they often compromise task-specific performance. However, task-specific routing methods maintain accuracy but introduce substantial storage overhead. We present \texttt{1bit}-Merging, a novel framework that integrates task-specific routing with 1-bit quantized task vectors to balance performance and storage efficiency. Our approach leverages the observation that different task-specific models store knowledge in distinct layers-chat models primarily in attention layers and math/code models in MLP layers, enabling targeted compression strategies. Through extensive experiments with LLaMA2 and Mistral model families across chat, mathematical reasoning, and code generation tasks, we demonstrate that 1bit-Merging achieves comparable or superior performance to existing methods while significantly reducing storage requirements. Our framework offers a practical solution for combining specialized models while maintaining their individual strengths and addressing the storage challenges of current approaches.
