模块化机器学习让大模型更可解释、更灵活、更可靠。
Modular Machine Learning: An Indispensable Path towards New-Generation Large Language Models
- 将大模型拆解为模块化表征、模型和推理三部分,提升可解释性。
- 支持任务自适应设计,实现逻辑驱动的决策过程。
- 适合追求可信AI的科研与工业应用,尤其关注模型可靠性者。
大语言模型(LLMs)虽在自然语言处理、计算机视觉等领域取得显著进展,但在可解释性、可靠性、适应性和可扩展性方面仍存在关键局限。本文综述了一种有前景的学习范式——模块化机器学习(MML),作为新一代具备解决上述问题能力的LLM的重要路径。系统梳理了模块化数据表示与模块化模型的研究现状,提出一个统一的MML框架,将复杂的大模型结构分解为模块化表征、模块化模型和模块化推理三个相互依赖的组件。该范式能够:(i) 通过语义成分解耦揭示大模型内部工作机制;(ii) 支持灵活的任务自适应模型设计;(iii) 实现可解释且逻辑驱动的决策过程。进一步结合解耦表征学习、神经架构搜索与神经符号学习等先进技术,阐述了基于MML的LLM可行实现方案。最后,指出当前关键挑战:连续神经过程与离散符号过程的融合、联合优化及计算可扩展性,并提出未来值得探索的研究方向。我们相信,将MML与LLM结合有望弥合统计学习与形式逻辑之间的鸿沟,推动鲁棒、可适应、可信的AI系统在广泛真实场景中的落地。
原文摘要 · Abstract (English)
Large language models (LLMs) have substantially advanced machine learning research, including natural language processing, computer vision, data mining, etc., yet they still exhibit critical limitations in explainability, reliability, adaptability, and extensibility. In this paper, we overview a promising learning paradigm, i.e., Modular Machine Learning (MML), as an essential approach toward new-generation LLMs capable of addressing these issues. We begin by systematically and comprehensively surveying the existing literature on modular machine learning, with a particular focus on modular data representation and modular models. Then, we propose a unified MML framework for LLMs, which decomposes the complex structure of LLMs into three interdependent components: modular representation, modular model, and modular reasoning. Specifically, the MML paradigm discussed in this article is able to: i) clarify the internal working mechanism of LLMs through the disentanglement of semantic components; ii) allow for flexible and task-adaptive model design; iii) enable an interpretable and logic-driven decision-making process. We further elaborate a feasible implementation of MML-based LLMs via leveraging advanced techniques such as disentangled representation learning, neural architecture search and neuro-symbolic learning. Last but not least, we critically identify the remaining key challenges, such as the integration of continuous neural and discrete symbolic processes, joint optimization, and computational scalability, present promising future research directions that deserve further exploration. Ultimately, we believe the integration of the MML with LLMs has the potential to bridge the gap between statistical (deep) learning and formal (logical) reasoning, thereby paving the way for robust, adaptable, and trustworthy AI systems across a wide range of real-world applications.
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