Sentence examples for system weighted by from inspiring English sources

We show that a comparison of observed dispersal distances between groups (e.g. sexes, populations, study periods) may lead to erroneous conclusions when groups differ in their distribution of possible detectable distances (the distribution of all distances in the system weighted by the number of marked individuals that have the possibility to move those distances).

In a system weighted, by Constitutional design, to give rural areas disproportionate influence, Democrats' hopes in 2018 remain hazy.

Due to national policy, admission to Dutch medical schools is determined by a lottery system, weighted by grade point average, and students have limited influence on which university they will attend (Schuwirth et al. 2010).

Approaches to measure MM have quantified the number of affected clinically relevant physiological systems weighted by severity [ 17].

Results showed that extending the domains for the shape factors "a" and "b" did not only change the optimum value of "a" and "b" but it also improved the system weighted efficiency by 0.84% and reduced the required land area by 1.8% (about 7000 m2).

Valuation of the HS by the general public are recommended as resource allocation in a publically funded healthcare system should be weighted by the general public's perception of disease burden [ 18].

Wu said Dirt will support a variety of different "governance structures," whether that's centralized moderation, free-for-all voting or a system where votes are weighted by reputation.

The subgroups were categorized by a risk score system developed from each selected predictor, weighted by the coefficient from the final model, and transformed by dividing the value by the smallest coefficient (1.5 for cough and BMI).

In this equation, n1 is the number of HIV-positive women given in the year y by the detection system in the age group 15 49 weighted by the proportion of pregnant women among the women of the same age group in the same year.

In Kitano (2007), the robustness of a property a of a system s with respect to a set of perturbations P is defined as the average of an evaluation function D a s of the system over all perturbations p∈ P, weighted by the perturbation probabilities prob(p): (3) One should emphasize that this definition is very general and can be used in many cases.

Regressions weighted by sampling weights.