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On Blackbox Backpropagation and Jacobian Sensing

NeurIPS 2017 · Architectures and efficiency › RNNs and normalization · approach: Symmetry and equivariance in loss landscapes · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use GreedyColoring on intersection graph to choose perturbationsrainbow-LP · Sparse Jacobian, p=0.1chi/DeltaHelped
increase density from p=0.1 to p=0.3rainbow-LP · Sparse Jacobian recoverymeasurements k (m=50): 30 -> 70Hurt
increase density from p=0.1 to p=0.3rainbow-LP · Sparse Jacobian recoverychi/Delta (m=50): 0.32 -> 0.8625Hurt
use power-law alpha-model instead of p-modelrainbow-LP · Sparse Jacobian recoveryrelative error (m=50): 0.1287 -> 0.0443Helped
alpha 0.5 vs 0.7rainbow-LP · Sparse Jacobian recovery (m=50)relative error: 0.0443 -> 0.0326Helped
use rainbow-LP vs linear regression and finite differencing at low noiserainbow-LP · MNIST convnet blackbox layer, std 9e-5validation errorNo clear effect
use rainbow-LP at higher noise (std 0.008)rainbow-LP · MNIST convnet blackbox layervalidation errorHelped
vary number of Jacobian measurements at std 0.1 (ablation)rainbow-LP · MNIST convnet blackbox layervalidation errorMixed
add sparsity and symmetry priors with ADMM instead of l2 linear regression (ablation)rainbow ADMM · 50-link manipulator Jacobianrecovery accuracyHelped
use Circulant perturbation matrix instead of random (ablation)rainbow ADMM · 50-link manipulator Jacobianrecovery accuracyNo clear effect

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