Benign Overfitting
Overview
Benign overfitting asks when a model that interpolates every training example, including noisy labels, can still achieve low test error. Much of the theory studies minimum-norm linear regression and maximum-margin classifiers, using covariance spectra, signal-to-noise structure, and effective dimension to characterize risk; related work examines kernels, alternative norms, and neural networks. These analyses show that generalization depends not just on model size but on the geometry of the data, the alignment of signal and noise, and the learning algorithm’s implicit bias. A central tension is that interpolation can generalize under suitable conditions, while other settings—especially some generative models—may require explicit regularization or avoid harmful overfitting through different mechanisms.
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