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  • title: Parameter Free Dual Averaging: Optimizing Lipschitz Functions in a Single Pass
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            Parameter Free Dual Averaging: Optimizing Lipschitz Functions in a Single Pass
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            Parameter Free Dual Averaging: Optimizing Lipschitz Functions in a Single Pass

            Dez 2, 2022

            Sprecher:innen

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            Aaron Defazio

            Sprecher:in · 1 Follower:in

            KM

            Konstantin Mishchenko

            Sprecher:in · 0 Follower:innen

            Über

            Both gradient descent and dual averaging for convex Lipschitz functionshave convergence rates that are highly dependent on the choice of learningrate. Even when the Lipschitz constant is known, setting the learning rate to achieve the optimal convergence rate requires knowing a bound on the distance from the initial point to the solution set D. A numberof approaches are known that relax this requirement, but they eitherrequire line searches, restarting (hyper-parameter grid search), or do not de…

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            NeurIPS 2022

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