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Deep Residual Learning for Image Recognition

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Exploring Extreme Depth and Overfitting

Regularization and Architecture Design

Regularization and Architecture Design

Deep dive

Regularization in Aggressively Deep Models

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S4.SS2.p9.1

But there are still open problems on such aggressively deep models. The testing result of this 1202-layer network is worse than that of our 110-layer network, although both have similar training error. We argue that this is because of overfitting. The 1202-layer network may be unnecessarily large (19.4M) for this small dataset. Strong regularization such as maxout [10] or dropout [14] is applied to obtain the best results ([10, 25, 24, 35]) on this dataset. In this paper, we use no maxout/dropout and just simply impose regularization via deep and thin architectures by design, without distracting from the focus on the difficulties of optimization. But combining with stronger regularization may improve results, which we will study in the future.
Deep dive

To isolate and focus on the optimization challenges of deep networks, the authors did not use strong regularization techniques like maxout or dropout in their main experiments. Instead, they relied on deep and thin architectures by design. Combining aggressively deep models with stronger regularization remains an open direction for further improving generalization on small datasets.

Sources

S4.SS2.p9.1

But there are still open problems on such aggressively deep models. The testing result of this 1202-layer network is worse than that of our 110-layer network, although both have similar training error. We argue that this is because of overfitting. The 1202-layer network may be unnecessarily large (19.4M) for this small dataset. Strong regularization such as maxout [10] or dropout [14] is applied to obtain the best results ([10, 25, 24, 35]) on this dataset. In this paper, we use no maxout/dropout and just simply impose regularization via deep and thin architectures by design, without distracting from the focus on the difficulties of optimization. But combining with stronger regularization may improve results, which we will study in the future.