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Deep Submodular Peripteral Networks

NeurIPS 2024 · Learning theory and algorithms › Submodular and game algorithms · approach: Streaming submodular algorithms · 0 citations (OpenAlex)

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Introduces deep submodular peripteral networks (DSPNs), a submodular-by-construction set function family trained with a graded-pairwise-comparison "peripteral" loss on sampled set pairs, distilled from an expensive facility location target.

Problem

Learning practical, scalable submodular set functions from data, and learning scalar scorings from graded pairwise preference oracles (GPC), where existing methods use binary comparisons or non-submodular set networks.

Approach

A DSPN stacks per-element neural pillars, a submodularity-preserving weighted matroid rank aggregator, and a deep submodular function roof; it is trained with a graded-ratio hinge-like peripteral loss on (E,M) set pairs scored by the target's score difference, with passive and active (submodular feedback) pair sampling.</12idea>

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Remove target feedback (ablation)DSPN · Imagenet100, size-100FL Eval: 0.93 -> 0.92No clear effect
Add active feedback (ablation)DSPN · Imagenet100, size-100Online Acc: 30.1 -> 65.9Helped
Add type-II sampling (ablation)DSPN · Imagenet100, size-100Offline Acc: 13.1 -> 67.8Helped
Use graded GPC instead of non-graded pairwise comparisons (ablation)DSPN · Imagenet100, size-100FL Eval: 0.90 -> 0.92Helped
Learn the pillar instead of freezing it (ablation)DSPN · Imagenet100, size-100Offline Acc: 39.1 -> 67.8Helped
Enforce submodularity instead of using a Deep Set (ablation)DSPN · Imagenet100, size-100Offline Acc: 9.2 -> 67.8Helped
Enforce submodularity instead of using a Set Transformer (ablation)DSPN · Imagenet100, size-100FL Eval: 0.34 -> 0.92Helped

Surprising findings

Limitations

Experimental setup

Datasets: Imagenette Imagewoof CIFAR100 Imagenet100

Benchmarks: Imagenette Imagewoof CIFAR100 Imagenet100

Metrics: normalized facility location evaluation linear-probe accuracy in offline and online experimental des

Baselines: Deep Sets Set Transformer CRAIG K-centers reservoir sampling VeSSAL random subset selection

Builds on: deep submodular functions deep sets max-margin structured prediction triplet loss

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