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Smoothness Matrices Beat Smoothness Constants: Better Communication Compression Techniques for Distributed Optimization

NeurIPS 2021 · Optimization › Distributed and compressed · approach: Error feedback theory · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace ordinary sparsification with matrix-smoothness-aware sparsificationDCGD · Strongly convex distributed optimization; interpolationiteration complexity: up to \min(n,d) times speedupHelped
Replace ordinary sparsification with matrix-smoothness-aware sparsificationDIANA · Strongly convex distributed optimizationiteration complexity: up to \min(n,d) times speedupHelped
Replace ordinary sparsification with matrix-smoothness-aware sparsificationADIANA · Strongly convex distributed optimizationiteration complexity: factor of ${\cal O}(\sqrt{d})$ in high compression; factor of ${\cal O}(\sqrt{\min(n,d)})$ in low compressionHelped
Use matrix-aware rather than standard uniform sparsificationDIANA+ · LibSVM logistic regression; six datasetsconvergence speedHelped
Use importance sampling rather than uniform sampling (ablation)DIANA+ · LibSVM logistic regression; six datasetsconvergence speedHelped
Use matrix-aware sparsificationDCGD · LibSVM logistic regression; six datasetsconvergence speedHelped
Use matrix-aware sparsificationDIANA · LibSVM logistic regression; six datasetsconvergence speedHelped
Use matrix-aware sparsificationADIANA · LibSVM logistic regression; six datasetsconvergence speedHelped
Add acceleration (ablation)DIANA+ · LibSVM logistic regression; six datasetsconvergence speedHelped
Add variance reduction (ablation)DCGD+ · LibSVM logistic regression; six datasetsconvergence stabilityHelped
Reduce sparsification level below a threshold (ablation)DIANA+ · LibSVM logistic regression; six datasetsiteration complexityHurt
Use importance sampling instead of uniform sampling at low sparsification levels (ablation)DIANA+ · LibSVM logistic regression; six datasetsiteration complexityHelped

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