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Media type:
E-Article
Title:
Probabilistic analysis of COVID-19 patients’ individual length of stay in Swiss intensive care units
Contributor:
Henzi, Alexander;
Kleger, Gian-Reto;
Hilty, Matthias P.;
Wendel Garcia, Pedro D.;
Ziegel, Johanna F.
Published:
Public Library of Science (PLoS), 2021
Published in:
PLOS ONE, 16 (2021) 2, Seite e0247265
Language:
English
DOI:
10.1371/journal.pone.0247265
ISSN:
1932-6203
Origination:
Footnote:
Description:
RationaleThe COVID-19 pandemic induces considerable strain on intensive care unit resources.ObjectivesWe aim to provide early predictions of individual patients’ intensive care unit length of stay, which might improve resource allocation and patient care during the on-going pandemic.MethodsWe developed a new semiparametric distributional index model depending on covariates which are available within 24h after intensive care unit admission. The model was trained on a large cohort of acute respiratory distress syndrome patients out of the Minimal Dataset of the Swiss Society of Intensive Care Medicine. Then, we predict individual length of stay of patients in the RISC-19-ICU registry.MeasurementsThe RISC-19-ICU Investigators for Switzerland collected data of 557 critically ill patients with COVID-19.Main resultsThe model gives probabilistically and marginally calibrated predictions which are more informative than the empirical length of stay distribution of the training data. However, marginal calibration was worse after approximately 20 days in the whole cohort and in different subgroups. Long staying COVID-19 patients have shorter length of stay than regular acute respiratory distress syndrome patients. We found differences in LoS with respect to age categories and gender but not in regions of Switzerland with different stress of intensive care unit resources.ConclusionA new probabilistic model permits calibrated and informative probabilistic prediction of LoS of individual patients with COVID-19. Long staying patients could be discovered early. The model may be the basis to simulate stochastic models for bed occupation in intensive care units under different casemix scenarios.