An Adaptive Gradient Descent Optimization Algorithm Based on Stratified Sampling

Yajing Sun, Aixian Chen
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Abstract

A necessary part of deep learning is the adjustment of hyperparameters, which is also one of the most expensive parts of deep learning. The current mainstream adaptive learning rate algorithms include AdaGrad, RMSProp, Adam, and AdamW. AdaGrad can adapt to different learning rates for different parameters. However, its adaptive learning rate is monotonically reduced, which will lead to a weak ability to update parameters in the later stage. Although RMSProp, Adam, and AdamW solved the problem of gradually decreasing the adaptive learning rate of AdaGrad, they all introduced a hyperparameter—the momentum coefficient. In this paper, a new optimization algorithm SAdam is proposed. SAdam uses the stratified sampling technique to combine the windows with fixed first-order and second-order gradient information, which not only solves the problem that the adaptive learning rate of AdaGrad is constantly decreasing but also does not introduce additional hyperparameters. Moreover, experiments show that the test accuracy of SAdam is no less than Adam.
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基于分层抽样的自适应梯度下降优化算法
深度学习的一个必要部分是超参数的调整,这也是深度学习中最昂贵的部分之一。目前主流的自适应学习率算法有AdaGrad、RMSProp、Adam和AdamW。AdaGrad可以根据不同的参数适应不同的学习率。但其自适应学习率单调降低,导致后期参数更新能力较弱。RMSProp、Adam和AdamW虽然解决了AdaGrad的自适应学习率逐渐降低的问题,但是他们都引入了一个超参数——动量系数。本文提出了一种新的优化算法SAdam。SAdam使用分层抽样技术将窗口与固定的一阶和二阶梯度信息结合起来,既解决了AdaGrad的自适应学习率不断降低的问题,又没有引入额外的超参数。此外,实验表明,萨达姆的测试精度不低于亚当。
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