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A Unified Optimization Framework for Low-Rank Inducing Penalties

CVPR 2020 · Optimization › Nonconvex and smooth optimization · approach: Adaptive first-order convex methods · 3 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Combine rank-threshold parameters b with singular-value shrinkage parameters aUnified regularizer Rh · Synthetic missing data, Uniform 0%distance to ground truth (normalized): 0.0229 -> 0.0199Helped
Combine rank-threshold parameters b with singular-value shrinkage parameters aUnified regularizer Rh · Synthetic missing data, Uniform 20%distance to ground truth (normalized): 0.0233 -> 0.0198Helped
Use the unified regularizer rather than the strongest listed baselineSynthetic missing data · Uniform 80%distance to ground truth (normalized): 0.2305 -> 0.3117Hurt
Use the unified regularizer rather than the strongest listed baselineSynthetic missing data · Tracking 50%distance to ground truth (normalized): 0.2847 -> 0.3128Hurt
Increase C from 10⁻² to 1, favoring the weighted nuclear norm penalty (ablation)Unified regularizer on the book sequence · Non-rigid deformation with missing datadatafit: 0.8354 -> 0.4485Helped
Increase C from 10⁻² to 1, favoring the weighted nuclear norm penalty (ablation)Unified regularizer on the book sequence · Non-rigid deformation with missing datareconstruction of missing pointsHurt
Increase C from 1 to 100 (ablation)Unified regularizer on the book sequence · Non-rigid deformation with missing datadatafit: 0.4485 -> 6.5221Hurt
Replace the soft-rank penalty with the WNNM special case (bi ≡ 0) (ablation)Prior-free NRSfM · CMU MOCAP sequencesdistance to ground truthMixed

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