A gradient descent algorithm built on approximate discrete gradients

Alessio Moreschini, Mattia Mattioni, S. Monaco, D. Normand-Cyrot
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Abstract

We propose an optimization method obtained by the approximation of a novel discretization approach for gradient dynamics recently proposed by the authors. It is shown that the proposed algorithm ensures convergence for all amplitudes of the step size, contrarily to classical implementations.
基于近似离散梯度的梯度下降算法
我们提出了一种优化方法,该方法是由作者最近提出的一种新的梯度动力学离散化方法近似得到的。结果表明,与传统算法不同,该算法对所有步长幅值都具有收敛性。
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