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Practical Low-Rank Communication Compression in Decentralized Deep Learning

NeurIPS 2020 · Learning theory and algorithms › Matrix and tensor methods · approach: Geometry of low-rank and SPD structure · 20 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use power iteration for the projection vector instead of random projections (ablation)PowerGossip · WikiText-2 LSTM, 90 epochstest loss: 4.627 -> 4.565Helped
increase power iterations per gradient step from 8 to 32 (ablation)PowerGossip · WikiText-2 LSTMtest loss: 4.73 -> 4.57Helped
increase power iterations from 1 to 2 (ablation)PowerGossip · CIFAR-10 ResNet-20test accuracy: 91.7% -> 91.9%Helped
use PowerGossip (32 iterations) instead of uncompressed D-PSGDdecentralized SGD · WikiText-2 LSTMtest loss: 4.58 -> 4.57Helped
use PowerGossip (2 iterations) instead of uncompressed D-PSGDdecentralized SGD · CIFAR-10 ResNet-20test accuracy: 92.1% -> 91.9%No clear effect
use PowerGossip (32 iterations) instead of Choco (top-1%)compressed decentralized SGD · WikiText-2 LSTMtest loss: 5.04 -> 4.57Helped
use PowerGossip (2 iterations) instead of Choco (Sign+Norm)compressed decentralized SGD · CIFAR-10 ResNet-20test accuracy: 92.0% -> 91.9%No clear effect

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