Bayesian estimation of the prevalence of antimicrobial resistance: a mathematical modelling study.

IF 3.9 2区 医学 Q1 INFECTIOUS DISEASES
Alex Howard, Peter L Green, Anoop Velluva, Alessandro Gerada, David M Hughes, Charlotte Brookfield, William Hope, Iain Buchan
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引用次数: 0

Abstract

Background: Estimates of the prevalence of antimicrobial resistance (AMR) underpin effective antimicrobial stewardship, infection prevention and control, and optimal deployment of antimicrobial agents. Typically, the prevalence of AMR is determined from real-world antimicrobial susceptibility data that are time delimited, sparse, and often biased, potentially resulting in harmful and wasteful decision-making. Frequentist methods are resource intensive because they rely on large datasets.

Objectives: To determine whether a Bayesian approach could present a more reliable and more resource-efficient way to estimate population prevalence of AMR than traditional frequentist methods.

Methods: Retrospectively collected, open-source, real-world pseudonymized healthcare data were used to develop a Bayesian approach for estimating the prevalence of AMR by combination with prior AMR information from a contextualized review of literature. Iterative random sampling and cross-validation were used to assess the predictive accuracy and potential resource efficiency of the Bayesian approach compared with a standard frequentist approach.

Results: Bayesian estimation of AMR prevalence made fewer extreme estimation errors than a frequentist estimation approach [n = 74 (6.4%) versus n = 136 (11.8%)] and required fewer observed antimicrobial susceptibility results per pathogen on average [mean = 28.8 (SD = 22.1) versus mean = 34.4 (SD = 30.1)] to avoid any extreme estimation errors in 50 iterations of the cross-validation. The Bayesian approach was maximally effective and efficient for drug-pathogen combinations where the actual prevalence of resistance was not close to 0% or 100%.

Conclusions: Bayesian estimation of the prevalence of AMR could provide a simple, resource-efficient approach to better inform population infection management where uncertainty about AMR prevalence is high.

抗菌药耐药性流行率的贝叶斯估计:数学模型研究。
背景:对抗菌药物耐药性(AMR)流行率的估计是有效开展抗菌药物管理、预防和控制感染以及优化抗菌药物使用的基础。通常情况下,AMR 的流行率是根据真实世界的抗菌药物敏感性数据确定的,这些数据有时间限制、稀少,而且往往存在偏差,可能导致有害和浪费的决策。频数法依赖于大型数据集,因此需要大量资源:目的:确定贝叶斯方法是否比传统的频数法更可靠、更节省资源,可用于估算 AMR 在人群中的流行率:方法:利用回顾性收集的、开源的、现实世界中的化名医疗数据,结合从文献背景回顾中获得的先验AMR信息,开发出一种贝叶斯方法来估算AMR的流行率。使用迭代随机抽样和交叉验证来评估贝叶斯方法与标准频数法相比的预测准确性和潜在资源效率:结果:贝叶斯估算AMR流行率的极端估算错误少于频数估算方法[n = 74 (6.4%)对n = 136 (11.8%)],在50次迭代交叉验证中,平均每种病原体需要更少的抗菌药物敏感性观察结果[平均值 = 28.8 (SD = 22.1) 对平均值 = 34.4 (SD = 30.1)]来避免任何极端估算错误。对于实际抗药性流行率不接近 0% 或 100% 的药物病原体组合,贝叶斯方法具有最大的有效性和效率:贝叶斯法对 AMR 流行率的估计可以提供一种简单、节省资源的方法,从而在 AMR 流行率不确定性较高的情况下为人群感染管理提供更好的信息。
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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来源期刊
CiteScore
9.20
自引率
5.80%
发文量
423
审稿时长
2-4 weeks
期刊介绍: The Journal publishes articles that further knowledge and advance the science and application of antimicrobial chemotherapy with antibiotics and antifungal, antiviral and antiprotozoal agents. The Journal publishes primarily in human medicine, and articles in veterinary medicine likely to have an impact on global health.
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