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Neural Prototype Trees for Interpretable Fine-Grained Image Recognition

CVPR 2021 · Label-efficient and robust learning › Recognition and long-tail · approach: Self-explaining and visual explanation networks · 257 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Ensemble 5 ProtoTree models rather than use one ProtoTreeProtoTree · CUB-200-2011Top-1 accuracy: $82.2$ -> $\bm{87.2}$Helped
Ensemble 5 ProtoTree models rather than use one ProtoTreeProtoTree · Stanford CarsTop-1 accuracy: $86.6$ -> $\bm{91.5}$Helped
Replace ProtoPNet ensemble (3) with ProtoTree ensemble (3)CUB-200-2011 ensembles · CUB-200-2011Top-1 accuracy: $84.8$ -> $86.6$Helped
Replace ProtoPNet ensemble (3) with ProtoTree ensemble (3)Stanford Cars ensembles · Stanford CarsTop-1 accuracy: $91.4$ -> $90.3$Hurt
Prune leaves with nearly uniform class distributions (ablation)ProtoTree · CUB-200-2011Accuracy: $82.206 \pm 0.723$ -> $82.192 \pm 0.723$No clear effect
Prune leaves with nearly uniform class distributions (ablation)ProtoTree · Stanford CarsAccuracy: $86.584 \pm 0.250$ -> $86.576 \pm 0.245$No clear effect
After pruning, replace prototypes with nearest latent training patches (ablation)ProtoTree · CUB-200-2011Accuracy: $82.192 \pm 0.723$ -> $82.199 \pm 0.726$No clear effect
After pruning, replace prototypes with nearest latent training patches (ablation)ProtoTree · Stanford CarsAccuracy: $86.576 \pm 0.245$ -> $86.576 \pm 0.245$No clear effect
Use maximum-path-probability deterministic routing instead of soft routing (ablation)ProtoTree · CUB-200-2011Accuracy: $82.20 \pm 0.01$ -> $82.19 \pm 0.01$No clear effect
Use greedy deterministic routing instead of soft routing (ablation)ProtoTree · CUB-200-2011Accuracy: $82.20 \pm 0.01$ -> $82.07 \pm 0.01$Hurt
Use maximum-path-probability deterministic routing instead of soft routing (ablation)ProtoTree · CUB-200-2011Fidelity: n.a. -> $0.999 \pm 0.001$Helped
Use greedy deterministic routing instead of soft routing (ablation)ProtoTree · CUB-200-2011Fidelity: n.a. -> $0.987 \pm 0.002$Helped

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