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Mixing strategy
Opinion
1
#93965
A mixing strategy is the optimal deployment strategy when you have two drugs
Immediately related elements
How this works
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Controlling Infectious Diseases »
Controlling Infectious Diseases
Controlling Infectious DiseasesâMapping the issues around endemic diseasesâsuch as malaria, measles, influenza, HIV, Dengue and West Nile Virusâwith 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.âF1CEB7
▲
Public health policy »
Public health policy
Public health policyââFFB597
▲
Public Health Strategies »
Public Health Strategies
Public Health StrategiesâWhat treatment, intervention, management, elimination and eradication measures are available as responses to persistent infectious diseases?âFFB597
▲
Elimination strategies »
Elimination strategies
Elimination strategiesâStrategies for eliminating persistent infectious diseases.âFFB597
▲
Temporally adaptive (feedback/control) strategy »
Temporally adaptive (feedback/control) strategy
Temporally adaptive (feedback/control) strategyââ59C6EF
▲
Optimal deployment of 2 Drugs? »
Optimal deployment of 2 Drugs?
Optimal deployment of 2 Drugs?âWhat if we have multiple drugs at our disposal? (endemic situation).âFFB597
■
Mixing strategy
Mixing strategyâA mixing strategy is the optimal deployment strategy when you have two drugsâ59C6EF
●
Mixing is optimal only when a system is singular »
Mixing is optimal only when a system is singular
Mixing is optimal only when a system is singularââ98CE71
●
Constant fraction mixing is never optimal »
Constant fraction mixing is never optimal
Constant fraction mixing is never optimalââEF597B
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Entrée par:
David Price
NodeID:
#93965
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Date d'entrée (GMT):
3/2/2011 3:01:00 AM
Date de la derniĂšre modification (Heure GMT):
3/2/2011 3:03:00 AM
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