A comparison between discrete and continuous time Bayesian networks in learning from clinical time series data with
Manxia Liu1, Fabio Stella2, Arjen Hommersom3
1Radboud University, ICIS, Nijmegen, The Netherlands.
Continuous-time Bayesian networks are competitive or better than discrete-time models for complex, irregularly spaced clinical time-series data, offering more fine-grained predictions for chronic obstructive pulmonary disease (COPD) home monitoring.
Area of Science:
- Machine Learning
- Biomedical Informatics
- Time Series Analysis
Background:
- Mobile devices are increasingly used for healthcare data collection, generating complex, irregularly spaced clinical time-series data.
- Analyzing such data, particularly for home monitoring in chronic obstructive pulmonary disease (COPD), presents challenges for machine learning.
- This study focuses on evaluating temporal Bayesian network models for this type of data.
Purpose of the Study:
- To determine which temporal Bayesian network models best handle irregularly spaced multivariate clinical time-series data.
- To compare the performance of dynamic Bayesian networks (discrete-time) and continuous time Bayesian networks.
Main Methods:
- Two models were studied: dynamic Bayesian networks (discrete time) and continuous time Bayesian networks.
- Performance was evaluated on regularly and irregularly spaced synthetic data, including data missing completely at random and not at random.
- Real-world, unevenly spaced COPD patient data was also used for validation.
Main Results:
- Dynamic Bayesian networks outperformed continuous time models for regularly spaced data and data missing completely at random.
- For data not missing completely at random, continuous time Bayesian networks performed better, especially without prior knowledge of missingness.
- Both models performed similarly on real-world unevenly spaced COPD data, with continuous time models offering more detailed predictions.
Conclusions:
- Discrete-time models are suitable for regularly spaced data and data missing completely at random.
- Continuous-time models are competitive or superior for complex, irregularly spaced clinical time-series data.
- Continuous-time models offer practical advantages in clinical applications due to their ability to provide fine-grained predictions.
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