Augmentations: An Insight into their Effectiveness on Convolution Neural Networks

TL;DR

This paper investigates how different augmentation techniques affect CNN performance across various datasets and architectures, highlighting the importance of selecting consistent augmentations like Cutouts and horizontal flips for improved generalization.

Contribution

It provides a comparative analysis of augmentation effects on CNNs with different convolutions and parameters, identifying techniques that perform reliably across datasets and architectures.

Findings

Cutouts and horizontal flips are consistently effective.

Depth-wise separable convolutions outperform 3x3 convolutions at higher parameters.

Augmentations help bridge performance gaps between architectures.

Abstract

Augmentations are the key factor in determining the performance of any neural network as they provide a model with a critical edge in boosting its performance. Their ability to boost a model's robustness depends on two factors, viz-a-viz, the model architecture, and the type of augmentations. Augmentations are very specific to a dataset, and it is not imperative that all kinds of augmentation would necessarily produce a positive effect on a model's performance. Hence there is a need to identify augmentations that perform consistently well across a variety of datasets and also remain invariant to the type of architecture, convolutions, and the number of parameters used. Hence there is a need to identify augmentations that perform consistently well across a variety of datasets and also remain invariant to the type of architecture, convolutions, and the number of parameters used. This paper evaluates the effect of parameters using 3x3 and depth-wise separable convolutions on different augmentation techniques on MNIST, FMNIST, and CIFAR10 datasets. Statistical Evidence shows that techniques such as Cutouts and Random horizontal flip were consistent on both parametrically low and high architectures. Depth-wise separable convolutions outperformed 3x3 convolutions at higher parameters due to their ability to create deeper networks. Augmentations resulted in bridging the accuracy gap between the 3x3 and depth-wise separable convolutions, thus establishing their role in model generalization. At higher number augmentations did not produce a significant change in performance. The synergistic effect of multiple augmentations at higher parameters, with antagonistic effect at lower parameters, was also evaluated. The work proves that a delicate balance between architectural supremacy and augmentations needs to be achieved to enhance a model's performance in any given deep learning task.