Estimating the propagation of both reported and undocumented COVID-19 cases in Spain: a panel data frontier approximation of epidemiological models.

IF 2.3 4区 经济学 Q3 BUSINESS Journal of Productivity Analysis Pub Date : 2023-01-01 DOI:10.1007/s11123-023-00664-5
Inmaculada C Álvarez, Luis Orea, Alan Wall
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引用次数: 2

Abstract

We use a stochastic frontier analysis (SFA) approach to model the propagation of the COVID-19 epidemic across geographical areas. The proposed models permit reported and undocumented cases to be estimated, which is important as case counts are overwhelmingly believed to be undercounted. The models can be estimated using only epidemic-type data but are flexible enough to permit these reporting rates to vary across geographical cross-section units of observation. We provide an empirical application of our models to Spanish data corresponding to the initial months of the original outbreak of the virus in early 2020. We find remarkable rates of under-reporting that might explain why the Spanish Government took its time to implement strict mitigation strategies. We also provide insights into the effectiveness of the national and regional lockdown measures and the influence of socio-economic factors in the propagation of the virus.

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估计西班牙报告和未记录的COVID-19病例的传播:流行病学模型的面板数据边界近似值
我们使用随机前沿分析(SFA)方法来模拟COVID-19流行病跨地理区域的传播。拟议的模型允许对报告的和未记录的病例进行估计,这一点很重要,因为绝大多数人认为病例数被低估了。这些模型只能使用流行病类型的数据进行估计,但具有足够的灵活性,允许这些报告率在不同的地理截面观测单位之间变化。我们将我们的模型应用于西班牙数据,这些数据与2020年初该病毒最初爆发的最初几个月相对应。我们发现低报率很高,这也许可以解释为什么西班牙政府花时间执行严格的缓解战略。我们还提供了国家和地区封锁措施的有效性以及社会经济因素对病毒传播的影响的见解。
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来源期刊
CiteScore
3.10
自引率
6.20%
发文量
30
期刊介绍: The Journal of Productivity Analysis publishes theoretical and applied research that addresses issues involving the measurement, explanation, and improvement of productivity. The broad scope of the journal encompasses productivity-related developments spanning the disciplines of economics, the management sciences, operations research, and business and public administration. Topics covered in the journal include, but are not limited to, productivity theory, organizational design, index number theory, and related foundations of productivity analysis. The journal also publishes research on computational methods that are employed in productivity analysis, including econometric and mathematical programming techniques, and empirical research based on data at all levels of aggregation, ranging from aggregate macroeconomic data to disaggregate microeconomic data. The empirical research illustrates the application of theory and techniques to the measurement of productivity, and develops implications for the design of managerial strategies and public policy to enhance productivity. Officially cited as: J Prod Anal
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