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2 Frameworkandassumptions 2.1 Stochasticoptimizationundertimedrift ThroughoutSections2-4,weconsiderthesequenceofstochasticoptimizationproblems min

Neural Information Processing Systems

Our results concisely explain the interplay between the learning rate, the noise variance in the gradient oracle, and the strength ofthetime drift. The high-probability results merely assume that thegradient noise and time drift have light tails. Moreover, none of the results require the objectives to have bounded domains.


2 Frameworkandassumptions 2.1 Stochasticoptimizationundertimedrift Weconsiderthesequenceofstochasticoptimizationproblems min

Neural Information Processing Systems

Our results concisely explain the interplay between the learning rate, the noise variance in the gradient oracle, and the strength ofthetime drift. The high-probability results merely assume that thegradient noise and time drift have light tails. Moreover, none of the results require the objectives to have bounded domains.


RiskBoundsofMulti-PassSGDforLeastSquaresin theInterpolationRegime

Neural Information Processing Systems

Despite the extensive application of multi-pass SGD in practice, there are only a few theoretical techniques being developed to study the generalization of multi-pass SGD.


RiskBoundsofMulti-PassSGDforLeastSquaresin theInterpolationRegime

Neural Information Processing Systems

Despite the extensive application of multi-pass SGD in practice, there are only a few theoretical techniques being developed to study the generalization of multi-pass SGD.