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On the Faithfulness of Vision Transformer Explanations

CVPR 2024 · Architectures and efficiency › Attention and transformers · approach: Efficient and robust vision transformers · 14 citations (OpenAlex)

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Proposes SaCo, a pairwise salience-guided faithfulness metric for Vision Transformer explanations, showing existing cumulative-perturbation metrics cannot separate advanced explanation methods from Random Attribution.

Problem

Existing perturbation-based faithfulness metrics for Vision Transformer post-hoc explanations use cumulative pixel removal and ignore salience magnitudes, so they fail to test whether salience differences reflect differences in pixel influence and cannot distinguish good explanations from random one

Approach

Partition pixels into K salience-ranked subsets, perturb each subset individually (replace with per-sample mean), and compute a Kendall-tau-like coefficient that rewards pairs whose influence order matches salience order, weighted by the salience difference; random attribution scores near zero by construction.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add gradient information to final-layer attention (ablation)Attention-based explanation · ImageNetSaCo: 0.1835 -> 0.3783Helped
Add cross-layer aggregation to attention without gradient (ablation)Attention-based explanation · ImageNetSaCo: 0.1835 -> 0.2453Helped
Add cross-layer aggregation when using gradient information (ablation)Attention-based explanation · ImageNetSaCo: 0.3783 -> 0.4558Helped
Increase the number of pixel subsets from K=5 to K=20 (ablation)Most explanation methods · ImageNetSaCo: Partial LRP: 0.4628 -> 0.2282; Transformer Attribution: 0.5680 -> 0.2906; Transformer-MM: 0.6041 -> 0.3651Hurt
Increase the number of pixel subsets from K=5 to K=20 (ablation)ATTCAT · ImageNetSaCo: 0.3178 -> 0.3617Mixed

Surprising findings

Limitations

Experimental setup

Datasets: CIFAR-10 CIFAR-100 ImageNet

Benchmarks: CIFAR-10 CIFAR-100 ImageNet

Metrics: SaCo AUC AOPC LOdds Comprehensiveness

Baselines: AUC AOPC LOdds Comprehensiveness Random Attribution

Builds on: Kendall tau statistic Transformer Attribution AOPC Rollout

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