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使用逻辑回归和戈珀特曲线对古巴的 COVID-19 进行预测。

COVID-19 Forecasts for Cuba Using Logistic Regression and Gompertz Curves.

出版信息

MEDICC Rev. 2020 Jul;22(3):32-39. doi: 10.37757/MR2020.V22.N3.8.

DOI:10.37757/MR2020.V22.N3.8
PMID:32812897
Abstract

INTRODUCTION On March 11, 2020, WHO declared COVID-19 a pandemic and called on governments to impose drastic measures to fi ght it. It is vitally important for government health authorities and leaders to have reliable estimates of infected cases and deaths in order to apply the necessary measures with the resources at their disposal. OBJECTIVE Test the validity of the logistic regression and Gompertz curve to forecast peaks of confi rmed cases and deaths in Cuba, as well as total number of cases. METHODS An inferential, predictive study was conducted using lo-gistic and Gompertz growth curves, adjusted with the least squares method and informatics tools for analysis and prediction of growth in COVID-19 cases and deaths. Italy and Spain-countries that have passed the initial peak of infection rates-were studied, and it was inferred from the results of these countries that their models were ap-plicable to Cuba. This hypothesis was tested by applying goodness-of-fi t and signifi cance tests on its parameters.RESULTS Both models showed good fi t, low mean square errors, and all parameters were highly signifi cant. CONCLUSIONS The validity of models was confi rmed based on logis-tic regression and the Gompertz curve to forecast the dates of peak infections and deaths, as well as total number of cases in Cuba. KEYWORDS COVID-19, SARS-CoV-2, logistic models, pandemic, mortality, Cuba.

摘要

引言

2020 年 3 月 11 日,世界卫生组织宣布 COVID-19 大流行,并呼吁各国政府采取严厉措施与之抗争。政府卫生当局和领导人掌握受感染病例和死亡的确切估计数,对于利用现有资源采取必要措施至关重要。

目的

检验逻辑回归和戈珀兹曲线预测古巴确诊病例和死亡人数峰值以及总病例数的有效性。

方法

采用逻辑和戈珀兹增长曲线进行推断性预测研究,采用最小二乘法进行调整,并使用信息学工具对 COVID-19 病例和死亡人数的增长进行分析和预测。研究了意大利和西班牙这两个已度过感染率初始高峰的国家,并推断出这些国家的模型适用于古巴。通过对其参数进行拟合优度和显著性检验来检验这一假设。

结果

两个模型都表现出良好的拟合度、低均方误差,并且所有参数都具有高度显著性。

结论

基于逻辑回归和戈珀兹曲线对古巴的感染和死亡高峰期日期以及总病例数进行预测,证实了这些模型的有效性。

关键词

COVID-19、SARS-CoV-2、逻辑模型、大流行、死亡率、古巴。

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