Mathematical modelling has made significant contributions to the optimisation of the use of antimicrobial treatments. In this review we discuss the key processes that such mathematical modelling should attempt to capture. In particular, we highlight that the response of the host immune system requires quantification and illustrate this with a novel model structure
Antibiotic resistance is a major global threat to the provision of safe and effective health care. T...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
This dissertation comprises of six chapters with chapters 2-4 being individual case studies, each ca...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Bacterial infections still constitute a major cause of mortality and morbidity worldwide. The unavai...
Mathematical models are quantitative representation of phenomena built up in the framework of a the...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
Resistance of developed bacteria to antibiotic treatment is a very important issue, because introduc...
Mathematical models are quantitative representation of phenomena built up in the framework of a the...
Abstract Background Antimicrobial resistance is a global health problem that demands all possible me...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
Antibiotic resistance is a major global threat to the provision of safe and effective health care. T...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
This dissertation comprises of six chapters with chapters 2-4 being individual case studies, each ca...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Mathematical modelling has made significant contributions to the optimisation of the use of antimicr...
Bacterial infections still constitute a major cause of mortality and morbidity worldwide. The unavai...
Mathematical models are quantitative representation of phenomena built up in the framework of a the...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
Resistance of developed bacteria to antibiotic treatment is a very important issue, because introduc...
Mathematical models are quantitative representation of phenomena built up in the framework of a the...
Abstract Background Antimicrobial resistance is a global health problem that demands all possible me...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
Antibiotic resistance is a major global threat to the provision of safe and effective health care. T...
Mathematical models have many applications in infectious diseases: epidemiologists use them to forec...
This dissertation comprises of six chapters with chapters 2-4 being individual case studies, each ca...
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