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Parameter Efficient Multi-task Model Fusion with Partial Linearization
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Large pre-trained models have enabled significant advances in machine learning and served as foundation components. Model fusion methods, such as task arithmetic, have been proven to be powerful and scalable to incorporate fine-tuned weights from different tasks into a multi-task model. However, efficiently fine-tuning large pre-trained models on multiple downstream tasks remains challenging, leading to inefficient multi-task model fusion. In this work, we propose a novel method to improve multi-task fusion for parameter-efficient fine-tuning techniques like LoRA fine-tuning. Specifically, our approach partially linearizes only the adapter modules and applies task arithmetic over the linearized adapters. This allows us to leverage the the advantages of model fusion over linearized fine-tuning, while still performing fine-tuning and inference efficiently. We demonstrate that our partial linearization technique enables a more effective fusion of multiple tasks into a single model, outperforming standard adapter tuning and task arithmetic alone. Experimental results demonstrate the capabilities of our proposed partial linearization technique to effectively construct unified multi-task models via the fusion of fine-tuned task vectors. We evaluate performance over an increasing number of tasks and find that our approach outperforms standard parameter-efficient fine-tuning techniques. The results highlight the benefits of partial linearization for scalable and efficient multi-task model fusion. The code is available at https://github.com/tanganke/peta
Forward citations
Cited by 5 Pith papers
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A two-step model-merging method transfers interaction knowledge from multiple motion datasets to a target domain, outperforming ensembling and domain adaptation at the same inference cost.
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Unraveling LoRA Interference: Orthogonal Subspaces for Robust Model Merging
Initializing LoRA's A matrix with the smallest-eigenvalue eigenvectors of other tasks' feature covariance reduces interference when merging task-specific LoRA models, improving average merged accuracy.
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First-Order Predictable but Pairwise Fragile: Local Task Adaptation in Trained Transformers
Single task-vector perturbations around a multitask LoRA point are first-order linear to 1e-2, but pairwise update-order sensitivity is set by a per-pair Lie bracket and can appear inside that window.
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