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Research map / Learning theory and algorithms / Kernels and regression theory

Scaling Neural Tangent Kernels via Sketching and Random Features

NeurIPS 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 CNTKSketch with 16,384 features instead of exact CNTKCNTK regression · CIFAR-10test accuracy (%): 70.47$^*$ -> {72.06}Mixed
Use CNTKSketch with 16,384 features instead of GradRF with 42,816 featuresCNTK regression · CIFAR-10test accuracy (%): 65.21 -> {72.06}Helped
Replace exact CNTK computation with CNTKSketchCNTK regression · CIFAR-10time (s): > 1,000,000 -> 5{,}160Helped
Use NTKSketch instead of RFFkernel ridge regression · MillionSongsMSE: 109.50 -> {92.83}Helped
Use NTKSketch instead of NTKRFkernel ridge regression · MillionSongsMSE: 94.27 -> {92.83}Helped
Use NTKSketch instead of RFFkernel ridge regression · WorkLoadsMSE: $4.034\times 10^{4}$ -> $3.538\times 10^{4}$Helped
Use NTKSketch instead of NTKRFkernel ridge regression · WorkLoadsMSE: $3.554 \times 10^{4}$ -> $3.538\times 10^{4}$Helped
Use NTK approximations instead of exact NTKkernel ridge regression · CTMSE: 30.52 -> 46.91; 30.52 -> 46.52Hurt
Use NTK approximations instead of exact NTKkernel ridge regression · ProteinMSE: 20.24 -> 20.51; 20.24 -> 21.19Hurt
Use NTKRF instead of RFFkernel ridge regression · CTMSE: 48.20 -> 46.91Helped
Use NTKSketch instead of RFFkernel ridge regression · CTMSE: 48.20 -> 46.52Helped
Use NTK approximations instead of RFFkernel ridge regression · ProteinMSE: 19.72 -> 20.51; 19.72 -> 21.19Mixed

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