论文标题

计划紧急事件的预测模型在意大利伦巴第(Covid-19)期间抢救

A predictive model for planning emergency events rescue during COVID-19 in Lombardy, Italy

论文作者

Andreella, Angela, Mira, Antonietta, Balafas, Spyros, Wit, Ernst C., Ruggeri, Fabrizio, Nattino, Giovanni, Ghilardi, Giulia, Bertolini, Guido

论文摘要

意大利,尤其是伦巴第地区,是亚洲以外最早报告Covid-19案件的国家之一。紧急医疗服务称为区域紧急机构(AREU)协调伦巴第地区内部和区域间非医院紧急网络和欧洲紧急号码服务。 AREU必须处理呼叫量的每日和季节性变化。紧急呼叫的数量和类型在COVID-19大流行期间发生了巨大变化。一个模型,可以预测传入的电话,其中有多少个变成事件,即开发了运输和设备,直到救援完成为止,以解决紧急时期。我们使用具有负二项式家族的广义添加剂模型来预测一,二,五和七天的事件数量。通过使用负二项式家族以及事件数量和协变量(例如,季节性效应)之间的非线性关系来解决数据的过度分散。该模型系数显示了变量的影响,例如,一周中的一天,对事件的数量以及这些效果在旋转前期期间的变化如何变化。所提出的模型在2020-2021个时期的大部分时间里都返回合理的平均绝对错误。

Italy, particularly the Lombardy region, was among the first countries outside of Asia to report cases of COVID-19. The emergency medical service called Regional Emergency Agency (AREU) coordinates the intra- and inter-regional non-hospital emergency network and the European emergency number service in Lombardy. AREU must deal with daily and seasonal variations of call volume. The number and type of emergency calls changed dramatically during the COVID-19 pandemic. A model to predict incoming calls and how many of these turn into events, i.e., dispatch of transport and equipment until the rescue is completed, was developed to address the emergency period. We used the generalized additive model with a negative binomial family to predict the number of events one, two, five, and seven days ahead. The over-dispersion of the data was tackled by using the negative binomial family and the nonlinear relationship between the number of events and covariates (e.g., seasonal effects) by smoothing splines. The model coefficients show the effect of variables, e.g., the day of the week, on the number of events and how these effects change during the pre-COVID-19 period. The proposed model returns reasonable mean absolute errors for most of the 2020-2021 period.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源