Key research themes
1. How can Bayesian network structure and parameter learning leverage local and global constraints for efficient and accurate causal model discovery?
This theme focuses on methods for learning Bayesian network structures and parameters that capture causal relationships by utilizing both local constraints (such as conditional probability distribution representations with decision trees or graphs) and global independence constraints. It also emphasizes Bayesian scoring functions and search algorithms that navigate complex search spaces, improving the accuracy and computational efficiency of causal Bayesian network discovery from data.
2. What frameworks and computational techniques support causal inference and discovery in complex, high-dimensional, and heterogeneous data using causal Bayesian networks?
This research area investigates formal frameworks such as graphical causal modeling and structural equation models, combined with advanced computational techniques including causal machine learning, to infer causal relationships in settings characterized by large numbers of variables, complex temporal dynamics, hidden confounders, and hybrid data types. Emphasis is placed on bridging theoretical causal inference with practical algorithmic realizations, addressing challenges of generalization, data heterogeneity, and combined observational and experimental data.
3. How do cognitive and philosophical analyses enhance the understanding and validity of causal Bayesian network applications in reasoning and intervention?
This theme explores the conceptual foundations of causation as represented in causal Bayesian networks, linking computational models with human causal cognition and philosophical arguments. It includes investigations into the nature of token versus type-level causation, causal exclusion and efficacy arguments framed in Bayesian networks, and how sampling-based cognitive models approximate causal judgments. These insights inform the interpretation, justification, and refinement of causal Bayesian networks for both AI modeling and explanatory purposes.