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Learning Distance for Sequences by Learning a Ground Metric

ICML 2019 · Learning theory and algorithms › Prediction and decision losses · approach: Metric and ordinal embedding · 8 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
learn ground metric with RVSML instead of no metric learning (DTW)1-NN with DTW · ChaLearnaccuracy (%): 61.12 -> 87.38Helped
learn ground metric with RVSML (OPW)1-NN with OPW · ChaLearnaccuracy (%): 59.38 -> 83.82Helped
learn ground metric with RVSML (OPW)1-NN with OPW · SADMAP (%): 59.77 -> 65.63Helped
learn ground metric with RVSML (DTW)1-NN with DTW · MSR Action3Daccuracy (%): 81.32 -> 82.78Helped
learn ground metric with RVSML (OPW)1-NN with OPW · MSR Action3Daccuracy (%): 84.25 -> 76.56Hurt
learn ground metric with RVSML (OPW)1-NN with OPW · MSR Activity3Daccuracy (%): 58.13 -> 57.50Hurt
learn ground metric with RVSML (DTW)1-NN with DTW · SADaccuracy (%): 96.36 -> 96.23No clear effect
RVSML instead of LDMLT with DTW1-NN with DTW · MSR Action3Daccuracy (%): 84.98 -> 82.78Hurt
RVSML instead of generalized RVML (single-element virtual sequences)1-NN with DTW · ChaLearnMAP (%): 31.21 -> 33.83Helped
conventional vector metric learning (ITML, LMNN, SCML) applied to sequences1-NN with DTW · ChaLearnaccuracy (%): 61.12 -> 52.17Mixed
RVSML (DTW) vs LDMLT in training timemetric learning · ChaLearntraining time: 213921.7 -> 2477.76Helped
RVSML (OPW) vs SWMD in training timemetric learning · SADtraining time: 7756.72 -> 208.67Helped

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