An analytical study of the disease COVID-19 in Colombia was carried out using mathematical models such as Susceptible-Exposed-Infectious-Removed (SEIR), Logistic Regression (LR), and a machine learning method called Polynomial Regression Method. Previous analysis has been performed on the daily number of cases, deaths, infected people, and people who were exposed to the virus, all of them in a timeline of 550 days. Moreover, it has made the fitting of infection spread detailing the most efficient and optimal methods with lower propagation error and the presence of statistical biases. Finally, four different prevention scenarios were proposed to evaluate the ratio of each one of the parameters related to the disease.
翻译:对哥伦比亚的COVID-19疾病进行了一项分析研究,使用数学模型,如可感知-受开发-传染-排除(SEIR)、后勤倒退(LR)和一种机器学习方法,称为多面回归方法,对哥伦比亚的COVID-19疾病进行了分析研究,以前曾对每日病例、死亡、受感染者和受病毒感染者的数量进行了分析,所有病例、死亡、受感染者和受病毒感染者都在550天的时间内进行了分析,此外,它也使感染传播的传播适当,详细说明了传播错误较低和存在统计偏差的最有效和最佳方法,最后,提出了四种不同的预防设想,以评估与疾病有关的每个参数的比率。