Scalable model selection for count time series with structural breaks: application to solid-organ transplantation during and after COVID-19 in the USA and Italy

πŸ“… 2026-05-07
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πŸ€– AI Summary
This study addresses the challenge of modeling non-negative count-valued healthcare time series under structural breaks, such as those induced by the COVID-19 pandemic. The authors propose a scalable model selection framework that dynamically chooses between Poisson and negative binomial autoregressive models using rolling-window Bayesian Information Criterion (BIC), while incorporating calendar effects and predefined pandemic indicators for multi-step forecasting. Applied to weekly organ donation data from the United States and Italy (2014–2024), the approach effectively captures pandemic-induced disruptions and heterogeneous recovery patterns: deceased donor activity rapidly reverted to baseline, whereas living donor transplants in the U.S. exhibited a pronounced lag in recovery. The analysis further reveals limited predictive gains from auxiliary variables, suggesting that organ donation is largely an unconditional process and highlighting substantial practical challenges for post-pandemic forecasting.
πŸ“ Abstract
Weekly healthcare activity data are typically non-negative counts with temporal dependence and occasional system-wide disruptions, settings in which Gaussian time-series models may be inadequate. Solid organ transplant (SOT) activity provides a representative case study of a count process affected by a large external shock. We analyse weekly SOT counts in the USA and Italy from 2014 to October 2024, stratified by donor type (deceased vs living) and organ (kidney and liver). We fit Poisson and negative-binomial count time-series models incorporating short-term dynamics, calendar effects (holiday weeks), and pre-specified pandemic-period level and/or slope indicators. Candidate specifications are screened within a pre-defined portfolio and selected using BIC within each training window. Forecasting performance is evaluated with an expanding-window design at horizons $h\in\{4,8,12\}$ weeks. Alongside RMSE, we report empirical coverage of nominal $95\%$ predictive intervals and interval widths to summarise calibration and forecast uncertainty. Across strata, selected models capture substantial pandemic-period deviations and varying post-period trajectories. Deceased-donor series are broadly consistent with a return towards pre-pandemic baselines in both countries, whereas the US living-donor series shows a more gradual convergence in this application. Within the explored model class and validation protocol, auxiliary covariates representing COVID burden and mortality add limited incremental predictive contribution beyond autoregressive and calendar components. Our analysis shows that donation time series represent an unconditional phenomenon, with auxiliary variables having a statistically negligible impact on donations, thus allowing a focus on more practical aspects related to ongoing challenges in the post-pandemic era, such as hospital overloads and changes in public perception.
Problem

Research questions and friction points this paper is trying to address.

count time series
structural breaks
model selection
solid organ transplantation
COVID-19
Innovation

Methods, ideas, or system contributions that make the work stand out.

count time series
structural breaks
model selection
negative binomial
forecast calibration
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United States - Massachusetts - Andover
T
Tobia Filosi
Department of Mathematics, University of Trento.
E
Emiliano Ceccarelli
Department of Statistical Sciences, Sapienza, University of Rome.
Emilio Porcu
Emilio Porcu
Professor of Statistics, KU Abu Dhabi, & Research Fellow, ADIA Lab
Kernel Methods in Machine LearningSpatial StatisticsApplied ProbabilityData Science
E
Elena Del Sordo
Statistical Services, Italian National Institute of Health, Rome, Italy
L
Libia Lara-Carrion
College of Medicine and Health Sciences, Khalifa University.
G
Giuseppe Iuppa
Cleveland Clinic at Abu Dhabi
F
Francesca Puoti
Italian National Transplant Center, Italian National Institute of Health, Rome, Italy
S
Silvia Trapani
Italian National Transplant Center, Italian National Institute of Health, Rome, Italy
S
Silvia Testa
Italian National Transplant Center, Italian National Institute of Health, Rome, Italy
G
Giovanna Jona Lasinio
Department of Statistical Sciences, Sapienza, University of Rome.