Uncertain Time Series Analysis for the Confirmed Case of Brucellosis in China

Symmetry Pub Date : 2024-09-05 DOI:10.3390/sym16091160
Shanshan Zhang, Yaxuan Zhang, Waichon Lio, Rui Kang
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Abstract

Brucellosis, as an infectious disease that affects both humans and livestock, poses a serious threat to human health and has a severe impact on economic development. Essentially, brucellosis transmission is a kind of study in biological systems, and the epistemic uncertainty existing in the data of confirmed brucellosis cases in China is realized as significant uncertainty that needs to be addressed. Therefore, this paper proposes an uncertain time series model to explore the confirmed brucellosis cases in China. Then, some methods based on uncertain statistics and symmetry of the biological system are applied, including order estimation, parameter estimation, residual analysis, uncertain hypothesis test, and forecast. The proposed model is practically applied to the data of confirmed brucellosis cases in China from January 2017 to December 2020, and the results show that the uncertain model fits the observed data better than the probabilistic model due to the frequency instability inherent in the data of confirmed brucellosis cases. Based on the proposed model and statistical method, this paper develops an approach to rapidly forecast the number of confirmed brucellosis cases in small sample scenarios, which can contribute to epidemic control in real application.
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中国布鲁氏菌病确诊病例的不确定时间序列分析
布鲁氏菌病是人畜共患的传染病,严重威胁人类健康,影响经济发展。从本质上讲,布鲁氏菌病的传播是一种生物系统研究,而中国布鲁氏菌病确诊病例数据中存在的认识不确定性是亟待解决的重大不确定性问题。因此,本文提出了一个不确定时间序列模型来探讨中国布鲁氏菌病确诊病例。然后,应用基于不确定统计和生物系统对称性的一些方法,包括阶次估计、参数估计、残差分析、不确定假设检验和预测。将提出的模型实际应用于 2017 年 1 月至 2020 年 12 月中国布鲁氏菌病确诊病例数据,结果表明,由于布鲁氏菌病确诊病例数据本身存在频率不稳定性,不确定模型比概率模型更适合观测数据。基于所提出的模型和统计方法,本文提出了一种在小样本情况下快速预测布鲁氏菌病确诊病例数的方法,可在实际应用中为疫情控制做出贡献。
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