选择Wasit省MERS-COV感染的最佳概率分布

Sarah Adel, Shaimaa Qasim
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引用次数: 0

摘要

本研究采用logistic分布、双参数Weibull分布和最小值Campbell分布三种概率分布,研究了2020 - 2021年Wasit省冠状病毒感染病例的概率分布。其中,使用最大似然方法估计这些分布的参数。基于一致赤池(CAIC)、贝叶斯赤池(BIC)和赤池(AIC)三种判定标准确定全省冠状病毒感染病例的最优分布,判定标准值最小的概率分布最适合该数据的研究。基于应用部分,研究人员得出了Wasit省冠状病毒感染数据最合适的概率分布是双参数威布尔分布。这项研究是为了更好地了解该病毒在该省的传播模式,并使卫生官员能够采取更有效的措施来限制感染的传播。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Selecting the best probability distribution of infection with MERS-COV in Wasit Governorate
This research aims to study the probability distribution of cases infected with Coronavirus in Wasit Governorate for the period from 2020 to 2021 using three types of probability distributions: the logistic distribution, the two-parameter Weibull distribution, and the least-valued Campbell distribution. Maximum, where the parameters of these distributions were estimated using the maximum likelihood method. Applying several criteria to determine the optimal distribution of cases infected with Coronavirus in the governorate, as these criteria were consistent Akaike (CAIC), Bayesian Akaike (BIC), and Akaike (AIC), and the probability distribution with the lowest value for these criteria is considered the best to represent a good model for studying this data. Based on the applied part, the researchers concluded that the most appropriate probability distribution for coronavirus infection data in Wasit Governorate is the two-parameter Weibull distribution. The research is to provide a better understanding of the pattern of spread of the virus in the governorate, and to enable health officials to take more effective measures to limit the spread of infection in the future.
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