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Inference of dependency knowledge graph for Electronic Health Records
Zhiwei Xu1, Ziming Gan2, Doudou Zhou3
1Department of Statistics, University of Michigan, Ann Arbor, MI 48109, USA.
This study introduces a novel statistical framework for building knowledge graphs (KGs) from electronic health records (EHRs). The method ensures reliable link detection in KGs, improving healthcare research insights.
Area of Science:
- Computational biology
- Health informatics
- Statistical modeling
Background:
- Electronic Health Records (EHRs) offer rich data for healthcare research but present analysis challenges.
- Knowledge Graphs (KGs) can improve predictive modeling and feature selection in EHR analysis.
- Existing KG construction methods lack statistical certainty, especially with privacy-limited EHR data.
Purpose of the Study:
- To propose the first inferential framework for constructing sparse KGs with statistical guarantees from EHR data.
- To address limitations in current KG construction techniques regarding statistical certainty and data privacy.
- To enable reliable inference on non-linear statistics within low-rank temporal dependent models.
Main Methods:
- Developed a dynamic log-linear topic model for KG construction.
- Estimated KG embeddings via singular value decomposition of the empirical pointwise mutual information matrix.
- Established entrywise asymptotic normality for the low-rank KG estimator to ensure sparse edge recovery with controlled Type I error.
Main Results:
- The proposed framework provides statistical guarantees for KG link inference.
- The method demonstrates scalability and accuracy in recovering sparse graph structures.
- Validated through simulations and application to real-world EHR data for clinical KG construction and feature embedding.
Conclusions:
- The novel inferential framework enables statistically sound KG construction from EHR data.
- This approach enhances the reliability of clinical KGs and feature embeddings for healthcare research.
- Addresses a critical gap in statistical inference for temporal dependent models with limited data.
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