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Fast and Flexible Monotonic Functions with Ensembles of Lattices

NeurIPS 2016 · Learning theory and algorithms › Prediction and decision losses · approach: Compact interpretable model classes · 28 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
impose monotonicity on 4 features of a single lattice (ablation)single lattice · ADULT (Dataset 1)test accuracy: 84.96 -> 85.36Helped
use ensemble of lattices (Crystals) instead of single monotonic lattice (ablation)Monotonic Crystals · ADULT (Dataset 1)test accuracy: 85.36 -> 85.53Helped
Crystals versus random forestMonotonic Crystals · ADULT (Dataset 1)test accuracy: 85.21 -> 85.53Helped
Crystals versus random forest on large Dataset 3Crystals · Dataset 3test accuracy: 0.25% - 0.30%Helped
Crystals versus random forest on same-distribution Test Set 1Crystals · Dataset 4 Test Set 1accuracy: 75.23 -> 75.18No clear effect
Crystals versus random forest on uniformly sampled Test Set 2Crystals · Dataset 4 Test Set 2accuracy: 90.51 -> 91.15Helped
train lattices independently instead of jointly (ablation)RTL ensemble · Dataset 4 Test Set 1accuracy: 74.78 -> 72.80Hurt
use shared calibrators instead of separate calibrators (ablation)RTL ensemble · Dataset 4 Test Set 1accuracy: 74.78 -> 74.48Hurt
choose feature subsets with Crystals instead of random subsets (RTL) (ablation)Crystals ensemble · Dataset 2normalized MSE: 1000×Helped
merge 300 lattices into one equivalent lattice when calibrators are sharedlattice ensemble · 14-feature problemmemory and evaluation time: 153 600 -> 16 384Helped
separate calibrators versus shared calibrators on evaluation timelattice ensemble · evaluationevaluation timeHurt
compare Crystals evaluation cost to random forestCrystals · Experiment 3, D = 50evaluation time and memory: 10×Helped

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