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INDIVIDUAL BASED MODELS AND DIFFERENTIAL EQUATIONS MODELS OF NOSOCOMIAL EPIDEMICS IN HOSPITAL INTENSIVE CARE UNITS

机译:医院密集型护理机构医院内流行病的个体基础模型和微分方程模型

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Mathematical models of antibiotic resistant infection epidemics in hospital intensive care units are developed with two modeling methods, individual based models and differential equations based models. Both models dynamically track uninfected patients, patients infected with a nonresistant bacterial strain not on antibiotics, patients infected with a nonresistant bacterial strain on antibiotics, and patients infected with a resistant bacterial strain. The outputs of the two modeling methods are shown to be complementary with respect to a common parameterization, which justifies the differential equations modeling approach for very small patient populations present in an intensive care unit. The model outputs are classified with respect to parameters to distinguish the extinction or endemicity of the bacterial strains. The role of stewardship of antibiotic use is analyzed for mitigation of these nosocomial epidemics.
机译:利用两种建模方法,分别基于个体的模型和基于微分方程的模型,开发了医院重症监护室中抗生素抗药性感染流行病的数学模型。两种模型都可以动态跟踪未感染的患者,感染了不使用抗生素的非耐药细菌菌株的患者,感染了抗生素的非耐药细菌菌株的患者以及感染了耐药细菌的患者。两种建模方法的输出相对于通用参数设置是互补的,这证明了针对重症监护病房中非常小的患者群体的微分方程建模方法是正确的。根据参数对模型输出进行分类,以区分细菌菌株的灭绝或流行。为了减轻这些医院内流行病,分析了抗生素使用管理的作用。

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