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Research map / Probabilistic and scientific modeling / Causal discovery

Causal Discovery from Conditionally Stationary Time Series

ICML 2025 · Probabilistic and scientific modeling › Causal discovery · approach: Causal discovery from time series

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Proposes SDCI, a VAE-style causal discovery method for conditionally stationary time series with latent discrete states, proving partial identifiability of state-dependent conditional summary graphs.

Problem

Causal discovery from nonstationary time series where dynamics change with discrete latent states that may depend on observations or past events (states determined/recurrent), without knowing the number of states.

Approach

Introduces conditional summary graphs (one graph per state value) and a GNN-based generative model with discrete edge-type labels conditioned on latent states, with identifiability established under unique-indexing and function-type assumptions, and inference via variational Gumbel-softmax.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use SDCI in the determined-state settingSDCI · Gene Regulatory NetworksAUROC: 0.933 -> 0.936Helped
Use SDCI in the determined-state settingSDCI · Gene Regulatory NetworksF1 score: 0.187 -> 0.347Helped
Use SDCI in the recurrent-state settingSDCI · Gene Regulatory NetworksF1 score: 0.187 -> 0.276Helped
Use SDCI with observed statesSDCI · Gene Regulatory NetworksF1 score: 0.187 -> 0.182No clear effect

Surprising findings

Limitations

Experimental setup

Datasets: Springs and magnets simulated particle data (adapted from NRI spring data) DynGen gene expression simulations NBA player movement tracking data

Benchmarks: Springs and magnets particle data DynGen gene regulatory networks NBA player trajectories

Metrics: F1 score AUROC forecast MSE reconstruction MSE

Baselines: ACD Rhino Neural Granger Causality R-PCMCI VRNN NRI-NPM

Builds on: Amortized Causal Discovery TiMINo Markov switching models Neural relational inference

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