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Tracking Functional Changes in Nonstationary Signals with Evolutionary Ensemble Bayesian Model for Robust Neural Decoding

NeurIPS 2022 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: Bayesian view of meta-learning · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
add DE-based model evolution (ablation)EvoEnsemble · simulation conditions 1-5R2: 0.552, 0, 0.187, 0, 0.896 -> 0.975, 0.759, 0.970, 0.764, 0.986Helped
use EvoEnsemble instead of Kalman filterstate decoder · simulation conditions 1-5CC: 12.6%, 105.2%, 1.7%, 155.0%, and 4.7% higherHelped
evolve-at-changes update instead of regular-interval update (ablation)EvoEnsemble · simulation 4R2 and update cost: 0.741 comparable to 0.764; 72.2% fewer updatesNo clear effect
vary update ratio rup from 0.4 to 0.9 (ablation)EvoEnsemble · simulation 4R2No clear effect
add history-model-archive strategy (ablation)EvoEnsemble · simulation conditions 1-5R2Helped
vary history preserve ratio rpre (ablation)EvoEnsemble · simulation conditions 1-5R2Mixed
use EvoEnsemble instead of Kalman filterstate decoder · Data-M, Data-P1/2/3CC: 7.2%, 39.2%, 26.1% and 43.2% higherHelped
use EvoEnsemble instead of Kalman filter (recalib)state decoder · Data-M, Data-P1/2/3CC: 8.4%, 14.7%, 2.4% and 10.9%Helped
use EvoEnsemble instead of DyEnsemblestate decoder · Data-M, Data-P1/2/3CC: 4.5%, 6.6%, 15.7% and 3.2%Helped
add model evolution to ensemble without evolution (ablation)EvoEnsemble · Data-P1/2CC: 6.6% and 15.7%Helped
use dynamic ensemble (DyEnsemble) instead of static Kalman filterdecoder · Data-P1/2/3CC: 0.393, 0.445, 0.340 -> 0.513, 0.485, 0.472Helped
use periodic recalibration of Kalman filterKalman filter · Data-M, Data-P1/2/3CC: 0.713 -> 0.705Mixed

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