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Mechanisms Under Shifts: Interpretable Clustering With Self-Improving Heterogeneous Causal Graphs
This study introduces HCL, a novel unsupervised framework for causal mechanism-aware clustering. It effectively identifies interpretable causal heterogeneity from observational data, improving machine learning robustness.
Area of Science:
- Machine Learning
- Causal Inference
- Data Science
Background:
- Existing machine learning methods struggle with causal heterogeneity, confounding, and observational constraints.
- This leads to poor interpretability and difficulty distinguishing true causal heterogeneity from spurious associations.
Purpose of the Study:
- To propose an unsupervised framework, HCL (Interpretable Causal Mechanism-Aware Clustering with Self-Improving Adaptive Heterogeneous Causal Structure Learning), for inferring latent clusters and causal structures.
- To address limitations in existing methods by incorporating causal awareness and handling observational data without prior knowledge.
Main Methods:
- HCL jointly infers latent clusters and associated causal structures from mixed-type observational data.
- It utilizes an equivalent representation to encode structural heterogeneity and confounding, relaxing homogeneity and sufficiency assumptions.
- A bi-directional iterative strategy refines clustering and structure learning, coupled with self-supervised regularization for mechanism balancing.
Main Results:
- HCL demonstrates superior performance in both clustering and structure learning tasks.
- The framework successfully recovers biologically meaningful mechanisms in single-cell perturbation and clinical intervention data.
- Identifiability of heterogeneous causal structures is theoretically shown under mild conditions.
Conclusions:
- HCL provides a robust, interpretable solution for discovering mechanism-level causal heterogeneity.
- The framework enhances the reliability of learning systems operating under environmental shifts.
- It offers a significant advancement in unsupervised causal discovery from observational data.
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