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Published on: October 6, 2023
Detecting Causality by Combined Use of Multiple Methods: Climate and Brain Examples.
Yoshito Hirata1, José M Amigó2, Yoshiya Matsuzaka3
1Institute of Industrial Science, The University of Tokyo, 4-6-1 Komaba, Meguro-ku, Tokyo, 153-8505, Japan.
This study introduces a novel ensemble method using a majority vote of three time series analysis techniques to reliably identify causal relationships in complex, nonlinear systems, even with unobserved factors. The approach is validated across diverse datasets, including climate and neuroscience data.
Area of Science:
- Complex Systems Analysis
- Causal Inference
- Time Series Analysis
Background:
- Understanding complex system behavior requires identifying causal relations from time series data.
- Existing methods often struggle with nonlinear dynamics and unobserved common causes in coupled systems.
Purpose of the Study:
- To develop and validate a robust method for inferring causality in complex systems using time series data.
- To address limitations of existing methods by combining multiple techniques and employing a majority vote.
Main Methods:
- Proposed a novel ensemble approach combining three causality detection methods with a majority vote.
- Developed two new causality detection methods applicable to nonlinear dynamics and hidden common causes.
- Validated the ensemble method using simulated data from coupled logistic, Rössler, and Lorenz models.
Main Results:
- Successfully inferred causal relationships in coupled nonlinear systems, including those with unobserved components.
- Demonstrated the method's efficacy on real-world data, such as ice core records (temperature, CH4, CO2) over 800,000 years.
- Applied the method to analyze brain region interactions during a motor task, revealing distinct causal influences over time.
Conclusions:
- The combined use of multiple causality detection methods with a majority vote significantly enhances the reliability of causal inference from time series data.
- This ensemble approach is effective for analyzing complex nonlinear systems, including those with hidden confounders and irregularly sampled data.
- The validated method provides robust insights into causal interactions in diverse scientific domains, from paleoclimatology to neuroscience.
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