README.md

NU-Certified-Robustness

[CVPRw 2023] Source Code for our Work "Certified Adversarial Robustness Within Multiple Perturbation Bounds"

Soumalya Nandi, Sravanti Addepalli, Harsh Rangwani, R. Venkatesh Babu
Video Analytics Lab, Indian Institute of Science, Bengaluru

TLDR

Make model certifiably robust against both $l_1$ and $l_2$ norm perturbations simultaneously by training with Normal-Uniform noise augmented images and certifying with a hybrid smoothed classifier.

Training

python3 code/train.py dataset = "cifar10" arch = "cifar_resnet110" outdir = {path_to_output_location} --epochs 300 --batch 400 --noise_sd_gauss 1.00 --noise_sd_unif 0.866 --sim_reg 3 --beta 2 --log_file_name {"filename"} --checkpoint_name {"checkpoint_name"}

Prediction

python3 code/predict.py dataset = "cifar10" base_classifier = {"path to the saved trained model"} noise_sd_gauss = 1.00 noise_sd_unif = 1.16 outfile = {"path_to_output_file_location"} --skip 1 --N 100

Certification

python3 code/certify.py dataset = "cifar10" base_classifier = {"path to the saved trained model"} noise_sd_gauss = 1.00 noise_sd_unif = 1.16 outfile = {"path_to_output_file_location"} --skip 1 --start 0

To generate plots like below

python3 code/analyze.py --Gauss_smoothing_file {"path_to_gaussian_smoothing_output_file"} --Unif_smoothing_file {"path_to_uniform_smoothing_output_file"} --Gauss_legend "Gaussian Smoothing $\sigma = 0.25$" --Unif_legend "Uniform Smoothing $\sigma = 0.25$" --outfile {"path to output image"}

Results

Citation

@InProceedings{Nandi_2023_CVPR,
    author    = {Nandi, Soumalya and Addepalli, Sravanti and Rangwani, Harsh and Babu, R. Venkatesh},
    title     = {Certified Adversarial Robustness Within Multiple Perturbation Bounds},
    booktitle = {Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern Recognition (CVPR) Workshops},
    month     = {June},
    year      = {2023},
    pages     = {2297-2304}
}