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SiBBlInGS: Similarity-driven Building-Block Inference using Graphs across States

ICML 2024 · Time series › Causal and generative time series · approach: Robust forecasting and evaluation · 1 citations (OpenAlex)

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Proposes SiBBlInGS, a graph-regularized dictionary learning framework that extracts sparse building blocks and their per-trial temporal traces across multiple states, with cross-state similarity controlled by a state graph and channel graphs.

Problem

Identifying interpretable, sparse building blocks from multi-state, multi-trial time-series data where trials vary in duration, sampling, and missing samples, and where building-block composition may adapt subtly across states.

Approach

Extends re-weighted l1 graph filtering dictionary learning with channel-similarity graphs (per state) and a state-similarity graph P that regularizes building-block matrices across states, with per-BB weights nu allowing both state-invariant and state-specific BBs; trial temporal traces are updated independently per trial.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
use SiBBlInGS instead of the compared tensor-factorization, PCA, and regression baselinessynthetic data · synthetic dataground-truth BB recoveryHelped
use SiBBlInGS instead of other methods with the same number of BBsGoogle Trends analysis · Google Trendsinterpretability of BB clustersHelped
apply SiBBlInGS to EEG recordingsEEG analysis · pre-seizure EEGdetection of localized pre-seizure activityHelped
infer temporal traces with SiBBlInGSSiBBlInGS · monkey reaching-task neural recordingswithin-state versus between-state temporal correlation ratio: >1Helped

Surprising findings

Limitations

Experimental setup

Datasets: synthetic data Google Trends monkey somatosensory cortex reaching task recordings EEG recordings of epileptic patient

Benchmarks: synthetic data ground truth recovery Google Trends monkey somatosensory reaching data epilepsy EEG

Metrics: Jaccard index correlation with ground truth within/between state correlation ratio logistic regression state prediction accuracy

Baselines: PARAFAC Tucker decomposition PCA (global and local) sparse PCA NONFAT NNDTN mTDR dPCA

Builds on: re-weighted l1 graph filtering (RWL1-GF) dictionary learning PARAFAC demixed PCA targeted dimensionality reduction

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