| Literature DB >> 35052943 |
David Emes1, Nichola Naylor2,3, Jeff Waage4,5, Gwenan Knight1,2.
Abstract
It is commonly asserted that agricultural production systems must use fewer antibiotics in food-producing animals in order to mitigate the global spread of antimicrobial resistance (AMR). In order to assess the cost-effectiveness of such interventions, especially given the potential trade-off with rural livelihoods, we must quantify more precisely the relationship between food-producing animal antimicrobial use and AMR in humans. Here, we outline and compare methods that can be used to estimate this relationship, calling on key literature in this area. Mechanistic mathematical models have the advantage of being rooted in epidemiological theory, but may struggle to capture relevant non-epidemiological covariates which have an uncertain relationship with human AMR. We advocate greater use of panel regression models which can incorporate these factors in a flexible way, capturing both shape and scale variation. We provide recommendations for future panel regression studies to follow in order to inform cost-effectiveness analyses of AMR containment interventions across the One Health spectrum, which will be key in the age of increasing AMR.Entities:
Keywords: One Health; agriculture; antimicrobial resistance
Year: 2022 PMID: 35052943 PMCID: PMC8772955 DOI: 10.3390/antibiotics11010066
Source DB: PubMed Journal: Antibiotics (Basel) ISSN: 2079-6382
Figure 1Simplified System Reflecting the Maintenance of Resistance Reservoirs in the Absence of Food-Producing Animal Antimicrobial Use. (Rectangles represent reservoirs of resistance, ovals represent introduction of antimicrobials into the system, and crosses represent the interruption of transmission or selection mechanisms.)
Advantages, disadvantages, and data requirements for different methods of estimating the relationship between animal AMU and human AMR.
| Method | Advantages | Disadvantages | Data Sources |
|---|---|---|---|
| Transmission Dynamic Mathematical Models | Mechanistic capturing of AMR evolution | Requires comprehensive data | Prevalence of AMR in infections in both humans and livestock |
| Panel Regression Methods | Accommodation of flexible functional forms | Has difficulty accounting for exogenous or random relationships | Prevalence of AMR in infections in both humans and livestock |
Findings of selected studies investigating the relationship between animal AMU and human AMR.
| Study Reference | Method | Relevant Findings |
|---|---|---|
| Muloi et al., 2018 [ | Systematic review of genomic studies | Focusing on |
| Zhang, Cui and Zhang, 2019 [ | Panel regression model | A 10% increase in veterinary antimicrobial consumption was associated with a 1.65% (95% CI 0.376%, 2.924%) decrease in the rate of resistance of |
| Booton et al., 2021 [ | Differential equation modelling | Completely eliminating animal antibiotic use can be expected to reduce colonisation of humans by resistant bacteria by 7.1% (95% CI 1.0%, 16.8%) in Thailand |
| Tang et al., 2017 [ | Meta-analysis of real-life intervention studies | Risk of AMR in humans was 24% lower (95% CI 6%, 42%) in treatment than control groups after interventions to reduce antimicrobial use in food-producing animals |
Explanation of different methods for estimating the relationship between animal AMU and human AMR at the population level.
| Method | Description | Data Requirement | Reference Examples for the Case of AMU and AMR |
|---|---|---|---|
| Transmission dynamic mathematical models | Can take a number of forms; including individual-based models, difference equation models, and differential equation models. These simulation models attempt to track important OH sub-populations, their resistance carriage and antibiotic exposure, with transmission rates dependent on current prevalence (dynamic) | Inputs: antibiotic exposure, population sizes, infection rates | |
| Decision-analytic hierarchical models | The prevalence of AMR in infections in humans is a specified function of a range of factors across the various OH compartments, which in turn are functions of other factors | Actual or approximate values for all of the parameters used across the three OH compartments: human (e.g., incidence of raw meat consumption), animal (e.g., prevalence of biosecurity measures in farms), and environment (e.g., prevalence of good manufacturing practices). AMR surveillance data for external validation |
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| (Opatowski et al., 2020) [ | |||
| Panel regression models | Data on AMR and AMU in humans and food-producing animals, as well as other relevant covariates, are collected over time and for multiple geographical units (e.g., countries or administrative areas). Human AMR is regressed against these covariates using a method such as fixed effects (static) or system GMM (dynamic) | Country-level surveillance data on AMR and AMU in humans and food-producing animals over time, as well as country-level data on appropriate controls, e.g., medical staffing, portion of employment in agriculture, population density, average annual temperature, and income per capita |