Causal Discovery Framework for Non-Stationary Time Series
A novel approach for uncovering causal relationships in multivariate time series has been developed to tackle issues related to non-stationarity and autocorrelation. Named Decomposition-based Causal Discovery (DCD), this technique dissects each time series into its trend, seasonal, and residual parts. Stationarity tests are utilized for trend components, kernel-based dependence measures for seasonal components, and constraint-based causal discovery for residual components. Subsequently, the graphs at the component level are merged into a cohesive multi-scale causal framework. This method effectively distinguishes between long- and short-range causal influences while minimizing false connections. The findings are available on arXiv with the identifier 2602.01433.
Key facts
- DCD framework separates time series into trend, seasonal, and residual components.
- Trend components assessed using stationarity tests.
- Seasonal components analyzed with kernel-based dependence measures.
- Residual components analyzed with constraint-based causal discovery.
- Component-level graphs integrated into unified multi-scale causal structure.
- Method addresses non-stationarity and autocorrelation in multivariate time series.
- Published on arXiv with identifier 2602.01433.
- Applicable to finance, climate science, and healthcare domains.
Entities
Institutions
- arXiv