Literature DB >> 33574887

Decision Model for Allocation of Intensive Care Unit Beds for Suspected COVID-19 Patients under Scarce Resources.

Eduarda Asfora Frej1, Lucia Reis Peixoto Roselli1, Rodrigo José Pires Ferreira1, Alexandre Ramalho Alberti1, Adiel Teixeira de Almeida1.   

Abstract

This paper puts forward a decision model for allocation of intensive care unit (ICU) beds under scarce resources in healthcare systems during the COVID-19 pandemic. The model is built upon a portfolio selection approach under the concepts of the Utility Theory. A binary integer optimization model is developed in order to find the best allocation for ICU beds, considering candidate patients with suspected/confirmed COVID-19. Experts' subjective knowledge and prior probabilities are considered to estimate the input data for the proposed model, considering the particular aspects of the decision problem. Since the chances of survival of patients in several scenarios may not be precisely defined due to the inherent subjectivity of such kinds of information, the proposed model works based on imprecise information provided by users. A Monte-Carlo simulation is performed to build a recommendation, and a robustness index is computed for each alternative according to its performance as evidenced by the results of the simulation.
Copyright © 2021 Eduarda Asfora Frej et al.

Entities:  

Year:  2021        PMID: 33574887      PMCID: PMC7861950          DOI: 10.1155/2021/8853787

Source DB:  PubMed          Journal:  Comput Math Methods Med        ISSN: 1748-670X            Impact factor:   2.238


  3 in total

1.  Optimization in the Context of COVID-19 Prediction and Control: A Literature Review.

Authors:  Elizabeth Jordan; Delia E Shin; Surbhi Leekha; Shapour Azarm
Journal:  IEEE Access       Date:  2021-09-17       Impact factor: 3.476

2.  Linking digital surveillance and in-depth virology to study clinical patterns of viral respiratory infections in vulnerable patient populations.

Authors:  Patrick E Obermeier; Albert Heim; Barbara Biere; Elias Hage; Maren Alchikh; Tim Conrad; Brunhilde Schweiger; Barbara A Rath
Journal:  iScience       Date:  2022-04-21

3.  Solving Patient Allocation Problem during an Epidemic Dengue Fever Outbreak by Mathematical Modelling.

Authors:  Jung-Fa Tsai; Tai-Lin Chu; Edgar Hernan Cuevas Brun; Ming-Hua Lin
Journal:  Healthcare (Basel)       Date:  2022-01-15
  3 in total

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