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比较抗生素分配方案中的优化标准。

Comparing optimization criteria in antibiotic allocation protocols.

作者信息

Jamieson-Lane Alastair, Friedrich Alexander, Blasius Bernd

机构信息

University of Auckland, Mathematics, Auckland 1142, New Zealand.

Carl von Ossietzky, Universität Oldenburg, Oldenburg, Germany.

出版信息

R Soc Open Sci. 2022 Mar 23;9(3):220181. doi: 10.1098/rsos.220181. eCollection 2022 Mar.

Abstract

Clinicians prescribing antibiotics in a hospital context follow one of several possible 'treatment protocols'-heuristic rules designed to balance the immediate needs of patients against the long-term threat posed by the evolution of antibiotic resistance and multi-resistant bacteria. Several criteria have been proposed for assessing these protocols; unfortunately, these criteria frequently conflict with one another, each providing a different recommendation as to which treatment protocol is best. Here, we review and compare these optimization criteria. We are able to demonstrate that criteria focused primarily on slowing evolution of resistance are directly antagonistic to patient health both in the short and long term. We provide a new optimization criteria of our own, intended to more meaningfully balance the needs of the future and present. Asymptotic methods allow us to evaluate this criteria and provide insights not readily available through the numerical methods used previously in the literature. When cycling antibiotics, we find an antibiotic switching time which proves close to optimal across a wide range of modelling assumptions.

摘要

在医院环境中开具抗生素处方的临床医生遵循几种可能的“治疗方案”之一——这些启发式规则旨在平衡患者的即时需求与抗生素耐药性演变和多重耐药菌带来的长期威胁。已经提出了几个评估这些方案的标准;不幸的是,这些标准经常相互冲突,对于哪种治疗方案最佳,每个标准都给出了不同的建议。在此,我们回顾并比较这些优化标准。我们能够证明,主要侧重于减缓耐药性演变的标准在短期和长期内都与患者健康直接对立。我们提出了自己的一个新的优化标准,旨在更有意义地平衡未来和当前的需求。渐近方法使我们能够评估这个标准,并提供通过文献中先前使用的数值方法不易获得的见解。在轮换使用抗生素时,我们发现了一个抗生素切换时间,在广泛的建模假设下,这个时间证明接近最优。

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