A stochastic approach to number of corona virus cases

IF 0.5 Q4 MATHEMATICS, APPLIED Journal of Applied Mathematics Statistics and Informatics Pub Date : 2020-12-01 DOI:10.2478/jamsi-2020-0010
H. Ünözkan, M. Yilmaz, A.M. Dere
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引用次数: 1

Abstract

Abstract This paper introduces a stochastic approach to case numbers of a pandemic disease. By defining the stochastic process random walk process is used. Some stochastic aspects for this disease are argued before stochastic study is started. During random walk process modeling new patients, recovering patients and dead conclusions are modelled and probabilities changes in some stages. Let the structure of this study includes vanishing process as a walk step, some wave happenings like big differences about spread speed as a big step in treatment- an effective vaccine or an influential chemical usage- a second corona virus pumping with virus mutation, a second global happening which bumping virus spread are defined as stages. This study only simulates a stochastic process of corona virus effects.
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冠状病毒病例数的随机方法
摘要本文介绍了一种计算大流行性疾病病例数的随机方法。通过定义随机过程,使用随机游动过程。在随机研究开始之前,对这种疾病的一些随机方面进行了讨论。在随机行走过程中,对新患者、康复患者和死亡患者进行建模,并对某些阶段的概率变化进行建模。让这项研究的结构包括消失过程作为一个步行步骤,一些波动性事件,比如传播速度的巨大差异作为治疗的一大步——有效的疫苗或有影响力的化学使用——第二次冠状病毒携带病毒突变,第二次全球事件,将病毒传播定义为阶段。这项研究只模拟了冠状病毒影响的随机过程。
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0.00%
发文量
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审稿时长
20 weeks
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