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Vaccine effectiveness was estimated through case-centered logistic regression.
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Vaccine effectiveness was estimated as (1 - OR) ×100.
Vaccine effectiveness was estimated as (1 − OR) × 100 [ 24].
The effectiveness of the recirculation zones on mixing was estimated through a numerical simulation which indicated the dependence on Reynolds number.
Malaria incidence was estimated through passive surveillance.
Uncertainty in the ICER was estimated through bootstrapping, and by plotting the 1000 replications of mean cost and effect differences on a cost-effectiveness plane.
Cost-effectiveness was estimated as average cost-effectiveness ratio (ACER) and incremental cost-effectiveness ratio (ICER).
Hence, effectiveness of the proposed energy-efficient network management has been estimated through development of an optimization model, using principles of integer linear programming (ILP).
Vaccine effectiveness was calculated as IVE = [ 1-OR)x100] and crude odds ratios were estimated through conditional logistic regression models.
Biomass loss is estimated through two models.
The position is estimated through triangulation.
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