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Linear Convergent Decentralized Optimization with Compression

ICLR 2021 · Optimization › Distributed and compressed · approach: Communication complexity theory · 21 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use LEAD instead of compressed DGD-type baselinesDecentralized optimization · Logistic regression, heterogeneous dataconvergenceHelped
Use LEAD instead of QDGD, DeepSqueeze, or CHOCO-SGDAlexNet training · CIFAR10, heterogeneous dataconvergence stabilityHelped
Use LEAD instead of QDGD, DeepSqueeze, or CHOCO-SGDAlexNet training · CIFAR10, heterogeneous dataconvergenceHelped
Use LEAD instead of DGDAlexNet training · CIFAR10, heterogeneous dataconvergenceMixed
Use LEAD instead of NIDSDecentralized optimization · Linear regressiondistance to optimumNo clear effect
Use LEAD instead of CHOCO-SGD or DeepSqueezeAlexNet training · CIFAR10, homogeneous datacommunication efficiencyNo clear effect
Use infinity-norm scaling rather than other p-norm scalings in quantization (ablation)b-bit quantization · Random vectorscompression errorHelped
Use infinity-norm b-bit quantization instead of top-k or random-k sparsification (ablation)Communication compression · Random vectors at the same bit constraintcompression precisionHelped
Vary LEAD's alpha and gamma parameters around the selected settings (ablation)LEAD · Linear regressionconvergenceNo clear effect
Use momentum state updates rather than directly integrating the compressed difference (ablation)Difference-compression state update · Decentralized optimizationstabilityHelped
Use diminishing rather than constant stepsize (ablation)LEAD · Strongly convex smooth objectivesiteration complexityHurt

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