Analysis the Increment of COVID-19 Cases in Indonesia with One of Multivariate Markov Chain Model Parameter

Annisa Martina
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Abstract

The global cases of COVID-19 pandemic extensively increase as in Indonesia as the first two confirmed (positive) cases were reported in 2nd of March 2020 and followed by the first mortality case in 9 days afterwards, 11th of March 2020. In latest situation, the last data collection by author in 5th of November 2020 14,348 died and 425,796 COVID-19 confirmed cases were recorded. Therefore, in this study the author will construct a Multivariate Markov-Chain Model to estimate the increase in COVID-19 patients for confirmed, recovered, and died cases. Multivariate Markov chain is popular model for forecasting by observing current state in various applications. This model is compatible with 3 data sequences (patient types) defined as recovered patient, confirmed, and died with 6 conditions (zero, least, less, fair, ample, and massive). As the result, this study shows transition probability matrix with 3x3 dimension where each element containing 6x6 conditions. The highest transition probability value for the increment of COVID-19 cases in Indonesia on March 11 to November 5, 2020, occurred in a transition from confirmed to confirmed patient with conditions from ample to ample, which had the highest probability value 0.8571 and the highest frequency 78 times.
与印度尼西亚一样,全球COVID-19大流行病例大幅增加,因为在2020年3月2日报告了头两例确诊(阳性)病例,随后在9天后,即2020年3月11日报告了第一例死亡病例。在最新情况下,作者最后一次收集的数据是2020年11月5日,死亡病例为14,348例,确诊病例为425,796例。因此,在本研究中,作者将构建一个多变量马尔可夫链模型来估计COVID-19确诊病例、康复病例和死亡病例的增加。多元马尔可夫链是一种通过观察当前状态进行预测的常用模型。该模型兼容3种数据序列(患者类型),定义为康复患者、确诊患者和死亡患者,具有6种条件(零、最少、较少、公平、充足、大量)。因此,本研究得到了一个3x3维的转移概率矩阵,其中每个元素包含6x6个条件。2020年3月11日至11月5日印度尼西亚新增病例转移概率值最高的是病例从确诊到确诊、病例从充足到充足的过渡,概率值最高为0.8571,频次最高为78次。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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