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Learning with Average Top-k Loss

NeurIPS 2017 · Learning theory and algorithms › Prediction and decision losses · approach: Consistency of surrogate losses · 50 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace average loss with AT_k* lossLogistic-loss classifier · UCI/KEEL binary classification; selected examples: Monk, Australian, Madelon, Splice, German, Phonememisclassification rate (%): 20.46(2.02) -> 16.76(2.29) on Monk; 14.27(3.22) -> 11.70(2.82) on AustralianHelped
Replace average loss with AT_k* lossHinge-loss classifier · UCI/KEEL binary classification; selected examples: Monk, Australian, Titanicmisclassification rate (%): 18.61(3.16) -> 17.04(2.77) on Monk; 14.74(3.10) -> 12.51(4.03) on AustralianHelped
Replace average loss with AT_k* lossRegression with square loss · Sinc, Housing, Abalone, CpusmallRMSE: 0.1147(0.0060) -> 0.1139(0.0057) on Sinc; 0.1065(0.0132) -> 0.1050(0.0132) on HousingHelped
Use AT_k* instead of average lossLogistic-loss classifier · Spambasemisclassification rate (%): 8.36(0.97) -> 8.36(0.97)No clear effect
Use AT_k* instead of average lossHinge-loss classifier · Spambase and Phonememisclassification rate (%): 7.40(0.72) -> 7.40(0.72) on Spambase; 22.88(1.01) -> 22.88(1.01) on PhonemeNo clear effect
Use AT_k* instead of average lossHinge-loss classifier · Splicemisclassification rate (%): 16.25(1.12) -> 16.23(0.97)No clear effect
Use an intermediate k rather than k=1 (maximum loss) or k=n (average loss) (ablation)MAT_k classifier · Four representative binary-classification datasetsmisclassification rateHelped
Increase k from 1 to intermediate values (ablation)MAT_k classifier · Monk, Australian, Splicemisclassification rateHelped
Increase k toward n, including k=n (ablation)MAT_k classifier · Monk, Australian, Phonememisclassification rateHurt

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