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Methods: An individual-based, dynamic model simulates a cohort with a low prevalence (0.26%) of a hypothetical virus with six types, A-F, characterized according to their risk of mortality: type A is very high-risk, types B-C are high-risk, and types D-F are low-risk. We assume: (1) probabilities of transmission and clearance do not differ by type; (2) mortality risk does vary by type; (3) clearance is associated with lifelong type-specific immunity; (4) vaccination confers complete immunity for types B-C. Infection risks are calculated as a function of prevalence and an individual's immunity profile. We calculated life expectancy (LE) gains with a vaccination program, varying the degree of risk compensation and vaccine efficacy.
Results: Assuming no risk compensation, as vaccination increases, LE increases with diminishing returns and is maximized before 100%. Assuming complete compensation, LE increases with increasing returns. Gradually changing the risk compensation from 0 to 1, the inflexion of the LE curve shifts downwards (see figure). This is due to the fact that without compensation, the high risk types are nearly eliminated by 60% vaccination, whereas with full compensation the spread of high risk types is merely delayed by mid vaccination levels and is only prevented by 100% vaccination.
Conclusion: As expected, compensation blunts the effectiveness of the vaccine, since it increases the risk of the non-vaccinated types, but the change in shape was unanticipated. When modeling vaccines in a setting with multiple types and incomplete data, assumptions about compensation may impact the benefits of vaccination.
See more of Poster Session I
See more of The 27th Annual Meeting of the Society for Medical Decision Making (October 21-24, 2005)