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Bridging the Empirical-Theoretical Gap in Neural Network Formal Language Learning Using Minimum Description Length

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arxiv 2402.10013 v2 pith:FZYBCP72 submitted 2024-02-15 cs.CL cs.FL

classification cs.CLcs.FL
keywords formallanguagecorrectdescriptionevengeneralizationgoodlearning
verification ladder T0 review T1 audit T2 compute T3 formal

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Neural networks offer good approximation to many tasks but consistently fail to reach perfect generalization, even when theoretical work shows that such perfect solutions can be expressed by certain architectures. Using the task of formal language learning, we focus on one simple formal language and show that the theoretically correct solution is in fact not an optimum of commonly used objectives -- even with regularization techniques that according to common wisdom should lead to simple weights and good generalization (L1, L2) or other meta-heuristics (early-stopping, dropout). On the other hand, replacing standard targets with the Minimum Description Length objective (MDL) results in the correct solution being an optimum.

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Cited by 1 Pith paper

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  1. A Minimum Description Length Approach to Regularization in Neural Networks

    cs.LG 2025-05 conditional novelty 5.0 of 10

    MDL-based regularization, which balances data fit with a network's encoding length, preserves perfect solutions on several formal-language tasks, while standard L1, L2, and no regularization degrade them.

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