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Markov Networks of Collateral Resistance: National Antimicrobial Resistance Monitoring System Surveillance Results from Escherichia coli Isolates 2004-2012

机译:马尔可夫网络的附带耐药性:2004-2012年全国大肠埃希菌分离株耐药监测系统监测结果

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摘要

Surveillance of antimicrobial resistance (AMR) is an important component of public health. Antimicrobial drug use generates selective pressure that may lead to resistance against to the administered drug, and may also select for collateral resistances to other drugs. Analysis of AMR surveillance data has focused on resistance to individual drugs but joint distributions of resistance in bacterial populations are infrequently analyzed and reported. New methods are needed to characterize and communicate joint resistance distributions. Markov networks are a class of graphical models that define connections, or edges, between pairs of variables with non-zero partial correlations and are used here to describe AMR resistance relationships. The graphical least absolute shrinkage and selection operator is used to estimate sparse Markov networks from AMR surveillance data. The method is demonstrated using a subset of Escherichia coli isolates collected by the National Antimicrobial Resistance Monitoring System between 2004 and 2012 which included AMR results for 16 drugs from 14418 isolates. Of the 119 possible unique edges, 33 unique edges were identified at least once during the study period and graphical density ranged from 16.2% to 24.8%. Two frequent dense subgraphs were noted, one containing the five β-lactam drugs and the other containing both sulfonamides, three aminoglycosides, and tetracycline. Density did not appear to change over time (p = 0.71). Unweighted modularity did not appear to change over time (p = 0.18), but a significant decreasing trend was noted in the modularity of the weighted networks (p < 0.005) indicating relationships between drugs of different classes tended to increase in strength and frequency over time compared to relationships between drugs of the same class. The current method provides a novel method to study the joint resistance distribution, but additional work is required to unite the underlying biological and genetic characteristics of the isolates with the current results derived from phenotypic data.
机译:监测抗菌素耐药性(AMR)是公共卫生的重要组成部分。抗菌药物的使用产生选择性压力,该压力可能导致对所用药物的耐药性,还可能选择对其他药物的附带耐药性。 AMR监测数据的分析集中于对单个药物的耐药性,但很少分析和报告细菌种群中耐药性的联合分布。需要新的方法来表征和传达关节阻力分布。马尔可夫网络是一类图形模型,用于定义具有非零偏相关的变量对之间的连接或边,并在此处用于描述AMR电阻关系。图形最小绝对收缩和选择算子用于从AMR监视数据估计稀疏Markov网络。美国国家耐药性监测系统在2004年至2012年之间收集了一部分大肠杆菌分离株,证明了该方法的有效性,其中包括来自14418株分离株的16种药物的AMR结果。在研究期间的119个可能的独特边缘中,至少有33个独特的边缘被识别了一次,图形密度范围为16.2%至24.8%。注意到两个频繁的密集子图,一个包含五种β-内酰胺药物,另一个包含磺酰胺,三种氨基糖苷和四环素。密度似乎没有随时间变化(p = 0.71)。未加权的模块性似乎未随时间变化(p = 0.18),但是在加权网络的模块性中注意到了显着的下降趋势(p <0.005),表明不同类别药物之间的关系倾向于随着时间的推移强度和频率增加与同类药物之间的关系相比。当前的方法提供了一种研究关节阻力分布的新方法,但是需要更多的工作来将分离物的潜在生物学和遗传特性与从表型数据中获得的当前结果结合起来。

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