| Literature DB >> 33525090 |
Carlo Ricciardi1, Alfonso Maria Ponsiglione2, Giuseppe Converso3, Ida Santalucia4, Maria Triassi4,5, Giovanni Improta4,5.
Abstract
In the literature, several organizational solutions have been proposed for determining the probability of voluntary patient discharge from the emergency department. Here, the issue of self-discharge is analyzed by Markov theory-based modeling, an innovative approach diffusely applied in the healthcare field in recent years. The aim of this work is to propose a new method for calculating the rate of voluntary discharge by defining a generic model to describe the process of first aid using a "behavioral" Markov chain model, a new approach that takes into account the satisfaction of the patient. The proposed model is then implemented in MATLAB and validated with a real case study from the hospital "A. Cardarelli" of Naples. It is found that most of the risk of self-discharge occurs during the wait time before the patient is seen and during the wait time for the final report; usually, once the analysis is requested, the patient, although not very satisfied, is willing to wait longer for the results. The model allows the description of the first aid process from the perspective of the patient. The presented model is generic and can be adapted to each hospital facility by changing only the transition probabilities between states.Entities:
Keywords: Markov Chain ; emergency department ; simulation ; voluntary departure
Mesh:
Year: 2020 PMID: 33525090 DOI: 10.3934/mbe.2021013
Source DB: PubMed Journal: Math Biosci Eng ISSN: 1547-1063 Impact factor: 2.080