Sentence examples for using a finite population from inspiring English sources

The CFmat safety factors are developed using a finite population approach where the material properties in a building are discretized by considering one value per element.

Since our study represents a large proportion of the target population of deans of all SOMs and SPHs, p-values for all statistical analyses are adjusted using a finite population correction.

Sample size was calculated by using a finite population correction formula [ 9].

While previous work only considered (1+1) EAs without any crossover, the EAs considered in this paper are fairly general, which use a finite population, crossover, mutation, and selection.

We used a finite population correction based on the total number of isolates in each surveillance area to assess the number of randomly sampled isolates that would be needed to estimate an area's actual %PNSP within 5 percentage points (14 ).

As sampling fraction is large, the binomial approximation is no longer appropriate, and therefore we have used a finite population correction term to adjust the variance of the normal distribution to the more closely model of the hypergeometric density function [Freund, 1992].

Stochastic simulations, using a finite size population, involve extinction phenomenon operating through demographic stochasticity which acts drastically on small populations [ 26].

For this analysis, standard descriptive approaches were used, with a finite population correction set to the capture recapture estimate's 95 CI's upper bound: 647 deaths.

Both crack populations were examined using a finite element simulation and confirmed by small angle neutron scattering measurements, and for meso-cracks, by X-ray tomography.

It was clear to Burnside that an infinite group (such as the positive integers) may have a finite number of generators and a finite group must have finite generators, but he wondered if an infinite group could result from using a finite set of generators, each of finite order.

Language is a way in which an infinite number of meanings can be expressed by a finite number of symbols using a finite number of rules.