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Predicting elderly patient length of stay in hospital and community care using a series of conditional Coxian phase-type distributions, further conditioned on a survival tree Prediction using CCPh distributions and a survival tree

机译:使用一系列有条件的Coxian相类型分布,进一步以生存树为条件,预测老年患者在医院和社区护理中的住院时间,并使用CCPh分布和生存树进行预测

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摘要

Increasing demand on hospital resources by an ageing population is impacting significantly on the number of beds available and, in turn, the length of time that elderly patients must wait for a bed before being admitted to hospital. This research presents a new methodology that models patient pathways and allows the accurate prediction of patient length of stay in hospital, using a phase-type survival tree to cluster patients based on their covariates and length of stay in hospital. A type of Markov model, called the conditional Coxian phase-type distribution is then implemented, with the probability density function for the time spent at a particular stage of care, for example, the first community discharge, conditioned on the length of stay experienced at the previous stage, namely the initial hospital admission. This component of the methodology is subsequently applied to each cohort of patients over a number of hospital and community stages in order to build up the profile of patient read missions and associated timescales for each cohort. It is then possible to invert the methodology, so that the length of stay for an observation representing a new patient admission may be estimated at each stage of care, based on the assigned cohort at the initial hospital stage. This approach provides hospital managers with an accurate understanding of the rates with which different groups of patients move between hospital and community care, which may be used to reduce the negative effects of bed-blocking and the premature discharge of patients without a required period of convalescence. This has the benefit of assisting hospital managers with the effective allocation of vital healthcare resources. The approach presented is different to previous research in that it allows the inclusion of patient covariate information into the methodology describing patient transitions between hospital and community care stages in an aggregate Markov process. A data set containing hospital readmission data for elderly patients from the Abruzzo region of Italy is used as a case study in the application of the presented methodology.
机译:人口老龄化对医院资源的需求日益增加,这极大地影响了可提供的病床数量,进而影响了老年患者入院前必须等待病床的时间。这项研究提出了一种新的方法,该方法可以模拟患者的病程并允许准确预测患者的住院时间,并使用相型生存树根据患者的协变量和住院时间对患者进行聚类。然后实施一种称为条件Coxian相型分布的马尔可夫模型,其概率密度函数用于特定护理阶段(例如第一次社区出院)所花费时间的长短,其条件取决于在该医院经历的住院时间前一个阶段,即初次住院。该方法的这一部分随后应用于多个医院和社区阶段的每个患者群,以便建立患者阅读任务的概况以及每个队列的相关时间表。然后可以颠倒方法,以便可以根据在初始医院阶段分配的队列,在每个护理阶段估计代表新患者入院的观察结果的住院时间。这种方法为医院管理人员提供了对不同群体的患者在医院和社区护理之间流动的速率的准确了解,可用于减少阻塞床和患者的过早出院的负面影响,而无需进行必要的康复。这具有帮助医院管理者有效分配重要医疗资源的好处。提出的方法与以前的研究不同,因为它允许将患者协变量信息纳入描述总体马尔可夫过程中医院和社区护理阶段之间患者过渡的方法中。包含来自意大利阿布鲁佐(Abruzzo)地区老年患者的医院再入院数据的数据集被用作本方法的应用案例研究。

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