Fighting typhoid fever: Modeling antibiotic resistance and antibiotic switching

Maria M. Shaale , Josiah Mushanyu , Farai Nyabadza , Samuel M. Nuugulu
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Abstract

Typhoid fever continues to be a major public health concern, particularly in developing countries where the sanitation infrastructure is inadequate. The rise in resistance to typhoid drugs has made treatment increasingly challenging, resulting in longer recovery times and continued transmission of the disease within households and communities. This growing resistance underscores the urgent need for improved treatment strategies and public health intervention. In this study, we presented a mathematical model of typhoid fever that incorporates antibiotic resistance and the implementation of antibiotic switching as a control strategy. The model considers individuals infected with typhoid antibiotic sensitive strains and typhoid antibiotic resistant strain. The effects of antibiotic switching, which involves transitioning patients between different antibiotics, are modeled to study its impact on the prevalence of resistant and sensitive strains. The model is analyzed and the model reproduction number, R0, is found to be the sum of two reproduction numbers Rs and Rr representing the contribution of the sensitive and resistant strains, respectively. The stability analysis indicates that the disease-free equilibrium is stable when the model reproduction number is less than one, suggesting the possibility of eradicating the disease under effective control measures. In contrast, the endemic equilibrium remains stable when the reproduction number exceeds one, indicating persistent infection levels. Sensitivity analysis is performed to identify critical parameters that influence the persistence of typhoid in the population. Numerical simulations are performed to support the theoretical findings. The results obtained demonstrate that antibiotic switching can reduce the prevalence of resistant and sensitive strains and overall infection levels, highlighting their potential as an effective strategy to manage antibiotic resistance in typhoid fever.
对抗伤寒:模拟抗生素耐药性和抗生素切换
伤寒仍然是一个主要的公共卫生问题,特别是在卫生基础设施不足的发展中国家。对伤寒药物耐药性的增加使治疗变得越来越具有挑战性,导致恢复时间延长,并在家庭和社区内继续传播疾病。这种日益增长的耐药性强调了改进治疗策略和公共卫生干预的迫切需要。在这项研究中,我们提出了一个伤寒的数学模型,其中包括抗生素耐药性和抗生素转换作为控制策略的实施。该模型考虑了感染伤寒抗生素敏感株和伤寒抗生素耐药株的个体。抗生素转换的影响,包括在不同的抗生素之间转换患者,建模以研究其对耐药和敏感菌株流行的影响。对模型进行分析,发现模型繁殖数R0为两个繁殖数Rs和Rr之和,分别代表敏感菌株和耐药菌株的贡献。稳定性分析表明,当模型繁殖数小于1时,无病平衡是稳定的,表明在有效的控制措施下,有根除该病的可能性。相反,当繁殖数超过1时,地方性平衡保持稳定,表明持续感染水平。进行敏感性分析以确定影响伤寒在人群中持续存在的关键参数。数值模拟验证了理论结果。所获得的结果表明,切换抗生素可以降低耐药和敏感菌株的患病率以及总体感染水平,突出了它们作为控制伤寒抗生素耐药性的有效策略的潜力。
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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