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Dynamics of Stochastic Momentum Methods on Large-scale, Quadratic Models

NeurIPS 2021 · Optimization › Nonconvex and smooth optimization · approach: Stochastic gradient last-iterate analysis · 0 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use dimension-adjusted Nesterov momentum (SDANA) instead of SGDStochastic optimization on large-scale least-squares problems · Non-strongly convex, average-caseconvergence rate: $Rt^{-3/2} + \widetilde{R} t^{-1/2}$ -> $Rt^{-3} + \widetilde{R} t^{-1}$Helped
Use dimension-adjusted Nesterov momentum (SDANA) instead of SGDStochastic optimization on large-scale least-squares problems · Strongly convex, average-caseconvergence rateNo clear effect
Use fixed-parameter stochastic heavy-ball momentum (SHB) instead of SGD, with the corresponding learning-rate identificationLarge-scale least-squares problems · Large-sample limitloss dynamicsNo clear effect
Use dimension-adjusted heavy-ball (SDAHB) instead of tuned SGDStochastic optimization on large-scale least-squares problems · Strongly convexconvergence rate: never more than a factor of 2 fasterHelped
Use dimension-adjusted heavy-ball (SDAHB) instead of SGDStochastic optimization on large-scale least-squares problems · Non-strongly convexaverage-case convergence rateNo clear effect

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