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Maximal Sparsity with Deep Networks?

NeurIPS 2016 · Architectures and efficiency › RNNs and normalization · approach: Theory of depth and width · 113 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use the proposed support-classification network instead of SBLphotometric stereo · q=10 imagesaverage angular error (degrees): 4.02 -> 1.48Helped
use the proposed support-classification network instead of SBLphotometric stereo · q=20 and q=40 imagesaverage angular error (degrees): 1.86 -> 1.95; 0.50 -> 1.20Hurt
use the proposed network instead of SBLphotometric stereo · q=10, q=20, and q=40 imagesruntime (sec.): 59.1 -> 1.17; 42.5 -> 1.21; 75.2 -> 1.25Helped
add residual connections (ablation)20-layer support-classification network · basic sparse estimationstrict and loose accuracyHelped
use ReLU instead of HELU hard-threshold activations (ablation)20-layer support-classification network · basic sparse estimationstrict and loose accuracyHelped
use multi-label classification loss instead of quadratic loss (ablation)20-layer support-classification network · basic sparse estimationstrict and loose accuracyHelped
increase the training-set sizeproposed support-classification network · basic sparse estimationstrict and loose accuracyHelped
train and test with mismatched nonzero coefficient magnitude distributionsproposed support-classification network · basic sparse estimationstrict and loose accuracyNo clear effect

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