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On the Generalization Power of Overfitted Two-Layer Neural Tangent Kernel Models

ICML 2021 · Learning theory and algorithms › Kernels and regression theory · approach: Neural tangent kernel analysis · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use ground-truth function in learnable class F_l2 (frequencies k in {0,1,2,4}) instead of non-learnable class (k in {3,5,7,9})min-l2 NTK overfitted model · d=2, n=50, p large (Fig. 1)test MSE vs null riskHelped
Increase number of neurons p for NTK model with noise (ablation)min-l2 NTK overfitted model · Fixed n=50, sigma^2 in {0,0.04,0.16} (Fig. 3a)test MSENo clear effect
Increase training samples n with noise (sigma^2=0.01) at fixed p=20000 (ablation)min-l2 NTK overfitted model · Fig. 3(b)test MSE gap due to noiseNo clear effect
Increase p for min-l2 Fourier-feature linear model (vs NTK)min-l2 Fourier features · Fig. 1(a) learnable ground truthtest MSEHurt

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