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Meta-Learning by Adjusting Priors Based on Extended PAC-Bayes Theory

ICML 2018 · Learning theory and algorithms › Kernels and regression theory · approach: PAC-Bayes bounds · 95 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
learn an experience-dependent prior from all observed tasks using MLAP-MCNN on permuted-label tasks · Permuted Labelstest error (%): 2.27 -> 0.908Helped
learn an experience-dependent prior from all observed tasks using MLAP-Mfully connected network · Permuted Pixels (200 swaps)test error (%): 7.92 -> 3.4Helped
replace the standard scratch learning initialization with a single-task warm-startlearning on permuted-label tasks · Permuted Labelstest error (%): 2.82 -> 1.07Helped
replace the standard scratch learning initialization with a single-task warm-startlearning on permuted-pixel tasks · Permuted Pixels (200 swaps)test error (%): 7.65 -> 7.95No clear effect
use a hand-tailored frozen-layer transfer methodlearning on permuted-label tasks · Permuted Labelstest error (%): 2.27 -> 0.69Helped
use a hand-tailored frozen-layer transfer methodlearning on permuted-pixel tasks · Permuted Pixels (200 swaps)test error (%): 3.4 -> 6.57Hurt
use MLAP-S with one or two meta-training tasks instead of scratch learningCNN on permuted-label tasks · Permuted Labelstest error (%)Hurt
increase the number of meta-training tasksMLAP-S · Permuted Labels and Permuted Pixelstest errorHelped
use Seeger's single-task bound as the objective instead of the McAllester bound (ablation)MLAP · Permuted Labelstest error (%): 0.908 -> 0.75Helped
use Seeger's single-task bound as the objective instead of the McAllester bound (ablation)MLAP · Permuted Pixels (200 swaps)test error (%): 3.4 -> 3.54Hurt
replace the PAC-Bayes objective with a hierarchical variational Bayes objective (ablation)MLAP · Permuted Labelstest error (%): 0.908 -> 0.85Helped
replace the PAC-Bayes objective with a hierarchical variational Bayes objective (ablation)MLAP · Permuted Pixels (200 swaps)test error (%): 3.4 -> 3.52Hurt

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