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Modeling and Forecasting the COVID-19 Temporal Spread in Greece: An Exploratory Approach Based on Complex Network Defined Splines

机译:建模和预测希腊的COVID-19时间传播:基于复杂网络定义的样条线的探索性方法

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摘要

Within the complex framework of anti-COVID-19 health management, where the criteria of diagnostic testing, the availability of public-health resources and services, and the applied anti-COVID-19 policies vary between countries, the reliability and accuracy in the modeling of temporal spread can prove to be effective in the worldwide fight against the disease. This paper applies an exploratory time-series analysis to the evolution of the disease in Greece, which currently suggests a success story of COVID-19 management. The proposed method builds on a recent conceptualization of detecting connective communities in a time-series and develops a novel spline regression model where the knot vector is determined by the community detection in the complex network. Overall, the study contributes to the COVID-19 research by proposing a free of disconnected past-data and reliable framework of forecasting, which can facilitate decision-making and management of the available health resources.
机译:在抗COVID-19健康管理的复杂框架内,各国之间诊断测试的标准,公共卫生资源和服务的可用性以及所应用的抗COVID-19政策之间存在差异,建模的可靠性和准确性各不相同在世界范围内抗击该疾病可以证明时间传播的有效性。本文对希腊的疾病演变进行了探索性的时间序列分析,目前提出了成功管理COVID-19的成功案例。所提出的方法基于在时间序列中检测连接社区的最新概念,并开发了一种新颖的样条回归模型,其中通过复杂网络中的社区检测来确定结向量。总体而言,该研究为COVID-19研究做出了贡献,它提出了无中断的过去数据和可靠的预测框架,从而可以促进对可用卫生资源的决策和管理。

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