Epidemiological modeling of Influenza-Like Illness (ILI) transmission in Jakarta, Indonesia through cumulative generating operator on SLIR model

Q1 Social Sciences
Ilham Saiful Fauzi , Imaniah Bazlina Wardani , Nuning Nuraini
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引用次数: 0

Abstract

Influenza-Like Illness (ILI) constitutes a significant global health concern characterized by its high infection rates and widespread distribution worldwide. While influenza viruses, primarily types A and B, are primary contributors to ILI cases, other respiratory viruses also play a role in its prevalence. Jakarta, Indonesia’s largest and densely populated city, has consistently reported a notable weekly number of ILI cases from 2016 to mid-2022. Intriguingly, this pattern of cases is irregular and does not exhibit a direct association with seasonal climate fluctuations. In response to this complex scenario, we have developed a SLIR mathematical model featuring a cumulative generating operator in the form of a multiple-terms sigmoid function, obtained from weekly cumulative data to derive model solutions. A total of 12 terms within the sigmoid function yielded a decent fit to the actual data spanning 339 weeks. Our correlation analysis unveiled distinct temporal relationships within the model, revealing an 8-week time lag between the dynamics of the infection rate and the latent compartment, along with a 2-week lag marking the incubation period between the latent and infected compartments. Furthermore, the effective reproduction number displayed recurrent fluctuations around a threshold of 1, indicating the endemic characteristics where infection persists within the population. This in-depth comprehension of ILI transmission dynamics and effective reproduction numbers plays a significant role in devising control measures and informed policy-making decisions.

通过SLIR模型上的累积生成算子对印度尼西亚雅加达流感样疾病(ILI)传播的流行病学建模
流感样疾病(ILI)是一种严重的全球健康问题,其特点是感染率高,在全球范围内广泛分布。虽然流感病毒,主要是A型和B型,是ILI病例的主要原因,但其他呼吸道病毒也在其流行中发挥作用。雅加达是印度尼西亚最大、人口稠密的城市,从2016年到2022年年中,雅加达一直报告着显著的每周ILI病例数。有趣的是,这种病例模式是不规则的,与季节性气候波动没有直接联系。为了应对这种复杂的情况,我们开发了一个SLIR数学模型,该模型具有多项S形函数形式的累积生成算子,从每周累积数据中获得,以导出模型解。sigmoid函数中总共有12个项与339周的实际数据相当吻合。我们的相关性分析揭示了模型中不同的时间关系,揭示了感染率和潜伏隔室的动态之间存在8周的时间滞后,潜伏隔室和感染隔室之间存在2周的潜伏期滞后。此外,有效繁殖数在1的阈值附近表现出反复波动,表明感染在人群中持续存在的地方病特征。这种对ILI传播动态和有效繁殖数量的深入理解在制定控制措施和知情决策方面发挥着重要作用。
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来源期刊
Journal of Biosafety and Biosecurity
Journal of Biosafety and Biosecurity Social Sciences-Linguistics and Language
CiteScore
6.00
自引率
0.00%
发文量
20
审稿时长
41 days
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