TY - JOUR
T1 - Comparing optimization criteria in antibiotic allocation protocols
AU - Jamieson-Lane, Alastair
AU - Friedrich, Alexander
AU - Blasius, Bernd
PY - 2022/3/23
Y1 - 2022/3/23
N2 - 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.
AB - 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.
KW - antibiotic resistance
KW - compartment model
KW - antimicrobial stewardship
KW - hospital-acquired infections
KW - mathematical models
KW - ANTIMICROBIAL RESISTANCE
KW - MULTIDRUG-RESISTANCE
KW - DRUG-RESISTANCE
KW - PROPHYLAXIS
KW - REDUCTION
KW - EVOLUTION
KW - SEARCH
U2 - 10.1098/rsos.220181
DO - 10.1098/rsos.220181
M3 - Article
SN - 2054-5703
VL - 9
JO - Royal Society Open Science
JF - Royal Society Open Science
IS - 3
M1 - 220181
ER -