Abstract
About 25 years ago, it came to light that a single combinatorial property determines both an important dividing line in model theory (NIP) and machine learning (PAC-learnability). The following years saw a fruitful exchange of ideas between PAC-learning and the model theory of NIP structures. In this article, we point out a new and similar connection between model theory and machine learning, this time developing a correspondence between stability and learnability in various settings of online learning. In particular, this gives many new examples of mathematically interesting classes which are learnable in the online setting.
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CITATION STYLE
Chase, H., & Freitag, J. (2019). MODEL THEORY and MACHINE LEARNING. In Bulletin of Symbolic Logic (Vol. 25, pp. 319–332). Cambridge University Press. https://doi.org/10.1017/bsl.2018.71
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