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Optimal strategies to manage resistance
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1
#94537
Mathematical modelling has helped to identify optimal strategies for managing resistance.
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Controlling Infectious Diseases »
Controlling Infectious Diseases
Controlling Infectious Diseases☜Mapping the issues around endemic diseases—such as malaria, measles, influenza, HIV, Dengue and West Nile Virus—with the aims of identifying improved control strategies and of providing insights into to the work of mathematical biologists, epidemiologists and public health officials in this field.☜F1CEB7
▲
Lessons from mathematical modelling »
Lessons from mathematical modelling
Lessons from mathematical modelling☜What have been the key public health lessons, principles and contributions from the field of mathematical modelling so far?☜59C6EF
■
Optimal strategies to manage resistance
Optimal strategies to manage resistance☜Mathematical modelling has helped to identify optimal strategies for managing resistance.☜59C6EF
●
Adoption of combination therapy for malaria »
Adoption of combination therapy for malaria
Adoption of combination therapy for malaria☜☜98CE71
●
Within-host HIV dynamics »
Within-host HIV dynamics
Within-host HIV dynamics☜Implications of rapid turnover time of HIV for treatment and resistance management☜98CE71
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Redagavo:
Ben Bolker
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#94537
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Įvedimo data (GMT):
3/4/2011 5:10:00 PM
Paskutinės redakcijos data (GMT laikas):
3/12/2011 8:31:00 PM
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