Novel exploration of machine learning solutions with supervised neural structures for nonlinear cholera epidemic probabilistic model with quarantined impact

IF 2.9 3区 物理与天体物理 Q2 PHYSICS, MULTIDISCIPLINARY The European Physical Journal Plus Pub Date : 2025-01-24 DOI:10.1140/epjp/s13360-024-05965-8
Nabeela Anwar, Ayesha Fatima, Muhammad Asif Zahoor Raja, Iftikhar Ahmad, Muhammad Shoaib, Adiqa Kausar Kiani
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Abstract

Cholera is mainly spread by the ingestion of contaminated food or water, especially in areas where poor sanitation is prevalent. The bacteria responsible for cholera, Vibrio cholerae, are observed to multiply in environments lacking proper water treatment and sewage management systems. A novel exploration of machine learning solutions is presented in this paper, with supervised neural structures being applied to a nonlinear stochastic cholera epidemic (SCE) model that incorporates quarantined impact and Brownian motion uncertainty. Artificial neural networks optimized by the Levenberg–Marquardt algorithm (ANNs-LMA) are utilized to predict the dynamics of the SCE model. The probabilistic dynamics of the representative nonlinear SCE model are described in terms of susceptible, infected, quarantined, and recovered individuals, along with the bacterial population represented by the concentration of cholera bacteria in water and food sources. Synthetic data for the execution of ANNs-LMA are generated using the Euler–Maruyama numerical method, with variations in key parameters, including the migration rate into the susceptible group, the transmission rate of cholera through contaminated food and water, the rate at which immunity is lost, natural death rates, the disease progression, and mortality rates among infected individuals, and the recovery or severe disease progression rates among quarantined individuals. The effectiveness of the proposed ANNs-LMA approach is demonstrated by its close alignment with the reference numerical results of the SCE model, as indicated by an error value approaching zero, and is further validated through various assessment metrics, including mean square error-based convergence, adaptive governing parameters, error histograms, and autocorrelation analyses.

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具有隔离影响的非线性霍乱流行概率模型的有监督神经结构机器学习解的新探索
霍乱主要通过摄入受污染的食物或水传播,特别是在卫生条件普遍较差的地区。据观察,导致霍乱的细菌霍乱弧菌在缺乏适当水处理和污水管理系统的环境中繁殖。本文提出了机器学习解决方案的新探索,将监督神经结构应用于包含隔离冲击和布朗运动不确定性的非线性随机霍乱流行(SCE)模型。利用Levenberg-Marquardt算法优化的人工神经网络(ann - lma)对SCE模型的动力学进行预测。代表性非线性SCE模型的概率动力学描述了易感、感染、隔离和康复个体,以及由水和食物来源中的霍乱细菌浓度所代表的细菌种群。使用Euler-Maruyama数值方法生成执行ann - lma的合成数据,其中关键参数有变化,包括向易感群体的迁移率、霍乱通过受污染的食物和水的传播率、免疫力丧失的速度、自然死亡率、疾病进展和受感染个体的死亡率,以及被隔离个体的恢复或严重疾病进展率。所提出的ann - lma方法与SCE模型的参考数值结果非常接近,误差值接近于零,并通过各种评估指标(包括基于均方误差的收敛性、自适应控制参数、误差直方图和自相关分析)进一步验证了该方法的有效性。
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来源期刊
The European Physical Journal Plus
The European Physical Journal Plus PHYSICS, MULTIDISCIPLINARY-
CiteScore
5.40
自引率
8.80%
发文量
1150
审稿时长
4-8 weeks
期刊介绍: The aims of this peer-reviewed online journal are to distribute and archive all relevant material required to document, assess, validate and reconstruct in detail the body of knowledge in the physical and related sciences. The scope of EPJ Plus encompasses a broad landscape of fields and disciplines in the physical and related sciences - such as covered by the topical EPJ journals and with the explicit addition of geophysics, astrophysics, general relativity and cosmology, mathematical and quantum physics, classical and fluid mechanics, accelerator and medical physics, as well as physics techniques applied to any other topics, including energy, environment and cultural heritage.
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