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smoothed_geometry's Introduction

Smoothed Geometry for Robust Attribution

See the paper on arxiv

Prerequisite

  • Tensorflow 1.15
  • Pytorch

P.S.: We are working on Tensorflow 2 version for the future release. Check back later.

Evaluating Attributions

Use Keras

cd eval/keras_v1
python run_eval.py --attr_fn saliency --epsilon 2.0 --max_iters 50 --k_top 20 --pixel_max 1 --weight_file weight/pgd_5.h5 --attack_method topK --measure intersection --saving_prefix result/sweep_pgd/test_report_topK_05_

Use Pytorch

see notebooks under eval/pytorch

SSR Training

cd example
python train_smooth_cifar.py --alpha 0.3

smoothed_geometry's People

Stargazers

Fuwa avatar JungSu An avatar Josh Bone avatar Ryan avatar Rui Wang avatar Minghui Chen avatar Verena Heusser avatar Frank (Haofan) Wang avatar Yiming Li avatar

Watchers

Zifan Wang avatar

smoothed_geometry's Issues

About BetaLoss

Thank you for uploading great code. and I have a question regarding BetaLoss.

In line 22, I think B_T and B should be swapped.

What I understand is that we want to calculate W(diag(p)-p^Tp)W^T to approximate H, and then we find a maximum eigenvalue for the approximated H.

In smooth_space.py, variable 'A' looks diag(p)-p^Tp, and following e and U are eigenvalue and eigenvector of A, respectively.

Since B = WUS, BB^T gives W(U S S^T U^T) W^T = W(US^2U^T) W^T = WAW^T = H. (Note S = Sigma in code)

However, in line 22, this code calculates B^TB, not BB^T

Could you tell me what I missing?

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