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Rethinking Bi-Level Optimization in Neural Architecture Search: A Gibbs Sampling Perspective

AAAI 2021 · Architectures and efficiency › Neural architecture search · approach: Bi-level differentiable NAS · 23 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use Gibbs sampling for architecture search instead of DARTS-style deterministic updatesOne-shot NAS on CIFAR-10 · CIFAR-10test error (%): 3.00±0.14 -> 2.53±0.02Helped
Use GibbsNAS rather than DARTS-V1NAS-Bench-201 search · ImageNet-16-120test accuracy (Top-1, %): 16.32±0.00 -> 42.08±1.95Helped
Use GibbsNAS rather than GDASNAS-Bench-201 search · ImageNet-16-120test accuracy (Top-1, %): 41.71±0.98 -> 42.08±1.95Helped
Use GibbsNAS rather than GDASNAS-Bench-201 search · CIFAR-10test accuracy (Top-1, %): 93.61±0.09 -> 92.72±0.60Hurt
Use GibbsNAS rather than GDASNAS-Bench-201 search · CIFAR-100test accuracy (Top-1, %): 70.70±0.30 -> 69.20±1.40Hurt
Use uncertainty-aware sampling rather than updating with posterior means (ablation)GibbsNAS · CIFAR-10Top-1 test accuracyHelped
Use the second-order GibbsNAS variant rather than the first-order variant (ablation)GibbsNAS · CIFAR-10 searchImageNet Top-1 accuracy: 0.743 -> 0.741Hurt
Use the P-DARTS learning-rate decay policy instead of the DARTS policy (ablation)GibbsNAS · ImageNet classificationTop-1 accuracy: 0.741 -> 0.754Helped
Use GibbsNAS rather than DARTSTransfer from CIFAR-10 to ImageNet · ImageNet classificationTop-1 accuracy: 0.731 -> 0.754Helped
Use GibbsNAS rather than P-DARTSTransfer from CIFAR-10 to ImageNet · ImageNet classificationTop-1 accuracy: 0.756 -> 0.754Hurt

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