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This research addresses a critical gap in machine learning theory by establishing reliable learners with provably optimal guarantees against adversarial attacks and natural distribution shifts. The study demonstrates practical viability through implementations that maintain strong performance on specific mathematical distributions, offering robustness where traditional learning-theoretic assumptions often fail.
Reliable learning in challenging environments
arXiv:2304.03370v3 Announce Type: replace Abstract: The problem of designing learners that provide guarantees that their predictions are provably correct is of increasing importance in machine learning. However, learning theoretic guarantees have only been considered in very specific settings. In this work, we consider the design and analysis of reliable learners in challenging test-time environments as encountered in modern machine learning problems: namely `adversarial' test-time attacks (in several variations) and `natural' distribution shifts. In this work, we provide a reliable learner with provably optimal guarantees in such settings. We discuss practical implementations of the learner and further show that our algorithm achieves strong positive performance guarantees on several natural examples: for example, linear separators under log-concave distributions or smooth boundary classifiers under smooth probability distributions.
Abstract:The problem of designing learners that provide guarantees that their predictions are provably correct is of increasing importance in machine learning. However, learning theoretic guarantees have only been considered in very specific settings. In this work, we consider the design and analysis of reliable learners in challenging test-time environments as encountered in modern machine learning problems: namely `adversarial' test-time attacks (in several variations) and `natural' distribution shifts. In this work, we provide a reliable learner with provably optimal guarantees in such settings. We discuss practical implementations of the learner and further show that our algorithm achieves strong positive performance guarantees on several natural examples: for example, linear separators under log-concave distributions or smooth boundary classifiers under smooth probability distributions.
ChatGPT was used in the v3 update for a technical audit. The authors independently verified the audit. The main modification is a correction of the optimization formulated in Section 4. We also fixed some relatively minor edge cases in some results in the appendices
Machine Learning (cs.LG); Cryptography and Security (cs.CR)
arXiv:2304.03370 [cs.LG]
(or arXiv:2304.03370v3 [cs.LG] for this version)
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