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Modular Machine Learning: An Indispensable Path towards New-Generation Large Language Models

Created by
  • Haebom

Author

Xin Wang, Haoyang Li, Haibo Chen, Zeyang Zhang, Wenwu Zhu

Outline

This paper proposes the Modular Machine Learning (MML) paradigm to address the limitations of large-scale language models (LLMs) in terms of explainability, reliability, adaptability, and scalability. MML decomposes the complex structure of LLMs into three interdependent components: modular representations, modular models, and modular reasoning. This decomposition clarifies the internal workings of LLMs, enables flexible and task-adaptive model design, and facilitates interpretable and logic-driven decision-making processes. This paper presents a feasible implementation of MML-based LLMs utilizing advanced techniques such as disjoint representation learning, neural architecture search, and neural symbolic learning. Key challenges, such as the integration of continuous neural and discrete symbolic processes, joint optimization, and computational scalability, are addressed, along with future research directions. Ultimately, the integration of MML and LLMs is expected to bridge the gap between statistical (deep) learning and formal (logical) reasoning, paving the way for robust, adaptable, and reliable AI systems in a variety of real-world applications.

Takeaways, Limitations

Takeaways:
A novel approach to improving the explainability, reliability, adaptability, and scalability of LLM.
Presenting a concrete framework and feasible method for implementing MML-based LLM.
We suggest the possibility of improving LLM performance by integrating techniques such as segregated representation learning, neural architecture search, and neural symbol learning.
Suggesting the possibility of bridging the gap between statistical learning and formal reasoning.
Limitations:
Difficulties in integrating continuous neural and discontinuous symbolic processes
Joint optimization problem between modules
Computational scalability issues
Lack of practical performance verification of MML-based LLM
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