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FedNL: Making Newton-Type Methods Applicable to Federated Learning

ICML 2022 · Federated learning and privacy › Communication-efficient FL · approach: Federated optimization algorithms · 12 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use learned and compressed local Hessian updates instead of repeatedly communicating full HessiansFedNL · LibSVM logistic-regression experimentscommunication complexityHelped
Use backtracking line search rather than cubic regularizationFedNL global convergence · LibSVM logistic-regression experimentscommunication complexityHelped
Add cubic regularization instead of using line searchFedNL · LibSVM logistic-regression experimentscommunication complexityHurt
Use Rank-1 Hessian compression rather than the other tested compressors (ablation)FedNL · LibSVM logistic-regression experimentscommunication complexityHelped
Reduce the compression parameter for Rank-R, Top-K, or PowerSGD (ablation)FedNL · LibSVM logistic-regression experimentscommunication complexityHelped
Use Hessian projection (Option 1) instead of error correction (Option 2) (ablation)FedNL · LibSVM logistic-regression experimentscommunication complexityHelped
Replace Rank-R compression with Top-K or PowerSGD compression (ablation)FedNL · LibSVM logistic-regression experimentscommunication complexityMixed
Use FedNL-CR instead of first-order methodsFedNL global convergence · LibSVM logistic-regression experimentscommunication complexityMixed

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