Hierarchical models for semi-competing risks data with application to quality of end-of-life care for pancreatic cancer
Kyu Ha Lee, Francesca Dominici, Deborah Schrag, and Sebastien Haneuse

TL;DR
This paper introduces a flexible hierarchical Bayesian framework for analyzing semi-competing risks data with clustering, applied to study readmission risks among pancreatic cancer patients across multiple hospitals.
Contribution
It develops a novel hierarchical Bayesian model for cluster-correlated semi-competing risks data, accommodating flexible baseline hazards and random effects.
Findings
Identified patient-level risk factors for readmission.
Quantified hospital-level variation in readmission risk.
Demonstrated the model's application to real pancreatic cancer data.
Abstract
Readmission following discharge from an initial hospitalization is a key marker of quality of health care in the United States. For the most part, readmission has been used to study quality of care for patients with acute health conditions, such as pneumonia and heart failure, with analyses typically based on a logistic-Normal generalized linear mixed model. Applying this model to the study readmission among patients with increasingly prevalent advanced health conditions such as pancreatic cancer is problematic, however, because it ignores death as a competing risk. A more appropriate analysis is to imbed such studies within the semi-competing risks framework. To our knowledge, however, no comprehensive statistical methods have been developed for cluster-correlated semi-competing risks data. In this paper we propose a novel hierarchical modeling framework for the analysis of…
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