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Layer-wise learning based stochastic gradient descent method for the optimization of deep convolutional neural network

机译:基于层性学习的随机梯度渐变方法,用于优化深卷积神经网络

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摘要

Nowadays, despite the popularity of deep convolutional neural networks (CNNs), the efficient training of network models remains challenging due to several problems. In this paper, we present a layer-wise learning based stochastic gradient descent method (LLb-SGD) for gradient-based optimization of objective functions in deep learning, which is simple and computationally efficient. By simulating the cross-media propagation mechanism of light in the natural environment, we set an adaptive learning rate for each layer of neural networks. In order to find the proper local optimum quickly, the dynamic learning sequence spanning different layers adaptively adjust the descending speed of objective function in multi-scale and multi-dimensional environment. To the best of our knowledge, this is the first attempt to introduce an adaptive layer-wise learning schedule with a certain degree of convergence guarantee. Due to its generality and robustness, the method is insensitive to hyper-parameters and therefore can be applied to various network architectures and datasets. Finally, we show promising results compared to other optimization methods on two image classification benchmarks using five standard networks.
机译:如今,尽管深度卷积神经网络(CNNS)的普及,但由于几个问题,网络模型的有效培训仍然具有挑战性。在本文中,我们介绍了一种基于层性的基于学习的随机梯度下降方法(LLB-SGD),用于深度学习的梯度优化的目标函数,这是简单且计算的高效。通过模拟自然环境中的光的跨媒体传播机制,我们为每层神经网络设置了自适应学习率。为了快速找到适当的局部最佳,跨越不同层的动态学习序列自适应地调整多尺度和多维环​​境中的客观函数的降序。据我们所知,这是第一次尝试以一定程度的收敛保证引入自适应层明智的学习时间表。由于其一般性和鲁棒性,该方法对超参数不敏感,因此可以应用于各种网络架构和数据集。最后,与使用五个标准网络的两个图像分类基准测试相比,我们显示了有希望的结果。

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