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Exploring Model Kinship for Merging Large Language Models

Published 16 Oct 2024 in cs.CL, cs.AI, cs.CV, cs.LG, and cs.MA | (2410.12613v2)

Abstract: Model merging has become one of the key technologies for enhancing the capabilities and efficiency of LLMs. However, our understanding of the expected performance gains and principles when merging any two models remains limited. In this work, we introduce model kinship, the degree of similarity or relatedness between LLMs, analogous to biological evolution. With comprehensive empirical analysis, we find that there is a certain relationship between model kinship and the performance gains after model merging, which can help guide our selection of candidate models. Inspired by this, we propose a new model merging strategy: Top-k Greedy Merging with Model Kinship, which can yield better performance on benchmark datasets. Specifically, we discover that using model kinship as a criterion can assist us in continuously performing model merging, alleviating the degradation (local optima) in model evolution, whereas model kinship can serve as a guide to escape these traps. Code is available at https://github.com/zjunlp/ModelKinship.

Summary

  • The paper introduces model kinship as a novel metric to guide merging strategies in LLMs.
  • It employs empirical analyses using metrics like Pearson correlation and cosine similarity to link kinship with performance gains.
  • The study proposes a Top-k Greedy Merging method to mitigate performance degradation and signal early stopping.

Exploring Model Kinship for Merging LLMs

The paper "Exploring Model Kinship for Merging LLMs" introduces an innovative approach to enhancing the process of model merging through the concept of model kinship. This study is particularly significant in the domain of LLMs, where maintaining model efficacy while combining models for multitask learning poses considerable challenges.

Introduction of Model Kinship

The concept of model kinship draws a parallel between model evolution and biological hybridization, proposing that the degree of similarity or relatedness between LLMs, akin to genetic kinship, can significantly impact the outcomes of model merging. This idea is rooted in the observation that the relatedness between models affects their combined performance on multitask objectives. By introducing model kinship as a guiding metric, the authors propose a structured pathway to optimize model merging and achieve enhanced generalization.

Empirical Analysis and Findings

A comprehensive empirical analysis supports the hypothesis of model kinship influencing model evolution. The analysis involves extensive experiments with open-sourced LLMs and evaluates multitask performance enhancements through iterative merging. One significant finding is the identification of two distinct stages in model merging: the learning stage with substantial performance gains and the saturation stage where improvements plateau, potentially due to convergence in weight space.

The paper presents a correlation analysis, revealing moderate correlations between model kinship and merge gains using metrics such as Pearson Correlation Coefficient, Cosine Similarity, and Euclidean Distance. These findings suggest that while model kinship alone may not predict gain potential, it indicates an upper boundary for potential improvements.

Proposed Strategies and Practical Implications

Incorporating model kinship into merging strategies leads to the novel Top-k Greedy Merging with Model Kinship approach. This strategy, focussing on leveraging kinship as an exploration tool, mitigates performance degradation and avoids local optima in the model evolution process. This method shows promise in incrementally enhancing multitask capabilities while making the merging process more efficient by using model kinship as an early stopping criterion.

Implications and Future Directions

The implications of these findings are twofold: practically, the integration of model kinship as a decision-making tool can refine the process of model evolution, offering a more efficient route to develop highly generalized models. Theoretically, the introduction of this metric encourages deeper investigation into the optimization landscapes of LLMs and the influence of internal model similarities on convergence.

Future research can extend this work by adapting the model kinship concept to varied architectures beyond Mistral and addressing its role in sustained evolution through external rewards and feedback. Additionally, exploring alternative metrics for more robust kinship measurement remains a vital area for future studies.

In conclusion, the paper provides an insightful contribution to model merging research in LLMs, offering a metric-based framework that combines empirical evidence with novel strategies to empower model evolution. As the domain continues to evolve, further refinement and testing of model kinship in diverse settings could profoundly influence autonomous model development and optimization.

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