Towards Compact and Robust Deep Neural Networks

TL;DR

This paper introduces a novel pruning method for deep neural networks that maintains both high accuracy and robustness against adversarial attacks while achieving significant compression.

Contribution

It proposes a new pruning strategy that preserves robustness and accuracy, aligning training objectives and being agnostic to pre-training and fine-tuning goals.

Findings

Preserves 93% benign accuracy after pruning

Maintains 92.5% empirical robust accuracy

Achieves 85% verifiable robustness with 10x compression

Abstract

Deep neural networks have achieved impressive performance in many applications but their large number of parameters lead to significant computational and storage overheads. Several recent works attempt to mitigate these overheads by designing compact networks using pruning of connections. However, we observe that most of the existing strategies to design compact networks fail to preserve network robustness against adversarial examples. In this work, we rigorously study the extension of network pruning strategies to preserve both benign accuracy and robustness of a network. Starting with a formal definition of the pruning procedure, including pre-training, weights pruning, and fine-tuning, we propose a new pruning method that can create compact networks while preserving both benign accuracy and robustness. Our method is based on two main insights: (1) we ensure that the training objectives of the pre-training and fine-tuning steps match the training objective of the desired robust model (e.g., adversarial robustness/verifiable robustness), and (2) we keep the pruning strategy agnostic to pre-training and fine-tuning objectives. We evaluate our method on four different networks on the CIFAR-10 dataset and measure benign accuracy, empirical robust accuracy, and verifiable robust accuracy. We demonstrate that our pruning method can preserve on average 93\% benign accuracy, 92.5\% empirical robust accuracy, and 85.0\% verifiable robust accuracy while compressing the tested network by 10$\times$.