Abstract:Collateral sensitivity (CS), which arises when resistance to one antibiotic increases sensitivity towards other antibiotics, offers novel treatment opportunities to constrain or reverse the evolution of antibiotic resistance. The applicability of CS-informed treatments remains uncertain, in part because we lack an understanding of the generality of CS effects for different resistance mutations, singly or in combination. Here we address this issue in the Gram-positive pathogen S. pneumoniae by quantifying colla… Show more
“…In the case where CS was only present for the first antibiotic (ABA) (Figure 5D), the initial bacterial growth was extensive, thus leading to increased risk of the double resistant subpopulation emerging. We consider this finding relevant because one-directional CS relationships are much more common than reciprocal CS relationships [9][10][11][12][13][14][15][16],…”
Section: Discussionmentioning
confidence: 99%
“…CS has been extensively characterized in vitro, typically by evolving AMR strains and then quantifying correlated changes in the sensitivity to other antibiotics [9][10][11][12]. CS effects have been characterized for several clinically relevant pathogens, including Escherichia coli [9,13], Pseudomonas aeruginosa [14], Enterococcus faecalis [13], Streptococcus pneumoniae [15], and Staphylococcus aureus [16]. CS relationships between antibiotics can either be one directional, where decreased sensitivity to one antibiotic show CS to a second antibiotic but not the reverse, or reciprocal, where decreased sensitivity either of the antibiotics results in CS to the other.…”
Section: Introductionmentioning
confidence: 99%
“…Experimental studies in vitro are essential to characterize the incidence, evolvability and magnitude of CS, all of which are important but isolated components that may contribute to the success of CS-based treatments [9][10][11][12][13][14][15][16]. However, for translation of in vitro CS findings to in vivo or clinical treatment scenarios, consideration of pharmacodynamic (PD) and pharmacokinetic (PK) factors is essential, as these determine the differential impact of different antibiotics on the rate and concentration dependent effects of bacterial growth, inhibition, and killing [17,18].…”
Section: Introductionmentioning
confidence: 99%
“…CS relationships between antibiotics can either be one directional, where decreased sensitivity to one antibiotic show CS to a second antibiotic but not the reverse, or reciprocal, where decreased sensitivity to either of the antibiotics results in CS to the other. Reciprocal CS is often considered a prerequisite for effective CS-based treatments, but such relationships have been less frequently observed compared to one directional CS [9][10][11][12][13][14][15][16] .…”
Section: Introductionmentioning
confidence: 99%
“…Experimental studies in vitro are essential to characterize the incidence, evolvability and magnitude of CS, all of which are important but isolated components that may contribute to the success of CS-based treatments [9][10][11][12][13][14][15][16] .…”
Collateral sensitivity (CS)-based antibiotic treatments, where increased antibiotic resistance to one antibiotic leads to increased antibiotic sensitivity of second antibiotic, could constitute a strategy to limit emergence of antibiotic resistance. However, it is unclear how to design CS-based dosing schedules that effectively suppress resistance. Here, we use a mathematical modelling approach incorporating pharmacokinetic and pharmacodynamic features to simulate bacterial population dynamics for different combination treatment designs. We study how differences in pathogen- and drug-specific factors influence the probability of resistance at end of treatment for different dosing strategies. We show that drug administration sequence is critical, whilst surprisingly, reciprocal CS was not essential to suppress resistance. Overall, we find that one-day cycling or simultaneous treatment schedules were most effective to supress the probability of resistance. In conclusion, our analysis provides insight into key design principles that contribute to the success of CS-based treatment strategies in suppressing resistance.
“…In the case where CS was only present for the first antibiotic (ABA) (Figure 5D), the initial bacterial growth was extensive, thus leading to increased risk of the double resistant subpopulation emerging. We consider this finding relevant because one-directional CS relationships are much more common than reciprocal CS relationships [9][10][11][12][13][14][15][16],…”
Section: Discussionmentioning
confidence: 99%
“…CS has been extensively characterized in vitro, typically by evolving AMR strains and then quantifying correlated changes in the sensitivity to other antibiotics [9][10][11][12]. CS effects have been characterized for several clinically relevant pathogens, including Escherichia coli [9,13], Pseudomonas aeruginosa [14], Enterococcus faecalis [13], Streptococcus pneumoniae [15], and Staphylococcus aureus [16]. CS relationships between antibiotics can either be one directional, where decreased sensitivity to one antibiotic show CS to a second antibiotic but not the reverse, or reciprocal, where decreased sensitivity either of the antibiotics results in CS to the other.…”
Section: Introductionmentioning
confidence: 99%
“…Experimental studies in vitro are essential to characterize the incidence, evolvability and magnitude of CS, all of which are important but isolated components that may contribute to the success of CS-based treatments [9][10][11][12][13][14][15][16]. However, for translation of in vitro CS findings to in vivo or clinical treatment scenarios, consideration of pharmacodynamic (PD) and pharmacokinetic (PK) factors is essential, as these determine the differential impact of different antibiotics on the rate and concentration dependent effects of bacterial growth, inhibition, and killing [17,18].…”
Section: Introductionmentioning
confidence: 99%
“…CS relationships between antibiotics can either be one directional, where decreased sensitivity to one antibiotic show CS to a second antibiotic but not the reverse, or reciprocal, where decreased sensitivity to either of the antibiotics results in CS to the other. Reciprocal CS is often considered a prerequisite for effective CS-based treatments, but such relationships have been less frequently observed compared to one directional CS [9][10][11][12][13][14][15][16] .…”
Section: Introductionmentioning
confidence: 99%
“…Experimental studies in vitro are essential to characterize the incidence, evolvability and magnitude of CS, all of which are important but isolated components that may contribute to the success of CS-based treatments [9][10][11][12][13][14][15][16] .…”
Collateral sensitivity (CS)-based antibiotic treatments, where increased antibiotic resistance to one antibiotic leads to increased antibiotic sensitivity of second antibiotic, could constitute a strategy to limit emergence of antibiotic resistance. However, it is unclear how to design CS-based dosing schedules that effectively suppress resistance. Here, we use a mathematical modelling approach incorporating pharmacokinetic and pharmacodynamic features to simulate bacterial population dynamics for different combination treatment designs. We study how differences in pathogen- and drug-specific factors influence the probability of resistance at end of treatment for different dosing strategies. We show that drug administration sequence is critical, whilst surprisingly, reciprocal CS was not essential to suppress resistance. Overall, we find that one-day cycling or simultaneous treatment schedules were most effective to supress the probability of resistance. In conclusion, our analysis provides insight into key design principles that contribute to the success of CS-based treatment strategies in suppressing resistance.
Collateral sensitivity (CS)-based antibiotic treatments, where increased resistance to one antibiotic leads to increased sensitivity to a second antibiotic, may have the potential to limit the emergence of antimicrobial resistance. However, it remains unclear how to best design CS-based treatment schedules. To address this problem, we use mathematical modelling to study the effects of pathogen- and drug-specific characteristics for different treatment designs on bacterial population dynamics and resistance evolution. We confirm that simultaneous and one-day cycling treatments could supress resistance in the presence of CS. We show that the efficacy of CS-based cycling therapies depends critically on the order of drug administration. Finally, we find that reciprocal CS is not essential to suppress resistance, a result that significantly broadens treatment options given the ubiquity of one-way CS in pathogens. Overall, our analyses identify key design principles of CS-based treatment strategies and provide guidance to develop treatment schedules to suppress resistance.
Background
Collateral effects of antibiotic resistance occur when resistance to one antibiotic agent leads to increased resistance or increased sensitivity to a second agent, known respectively as collateral resistance (CR) and collateral sensitivity (CS). Collateral effects are relevant to limit impact of antibiotic resistance in design of antibiotic treatments. However, methods to detect antibiotic collateral effects in clinical population surveillance data of antibiotic resistance are lacking.
Objectives
To develop a methodology to quantify collateral effect directionality and effect size from large-scale antimicrobial resistance population surveillance data.
Methods
We propose a methodology to quantify and test collateral effects in clinical surveillance data based on a conditional t-test. Our methodology was evaluated using MIC data for 419 Escherichia coli strains, containing MIC data for 20 antibiotics, which were obtained from the Pathosystems Resource Integration Center (PATRIC) database.
Results
We demonstrate that the proposed approach identifies several antibiotic combinations that show symmetrical or non-symmetrical CR and CS. For several of these combinations, collateral effects were previously confirmed in experimental studies. We furthermore provide insight into the power of our method for multiple collateral effect sizes and MIC distributions.
Conclusions
Our proposed approach is of relevance as a tool for analysis of large-scale population surveillance studies to provide broad systematic identification of collateral effects related to antibiotic resistance, and is made available to the community as an R package. This method can help mapping CS and CR, which could guide combination therapy and prescribing in the future.
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