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Johnson and Farid [12, 13] modeled the lighting environment with a five-dimensional vector and the model approximated the lighting with a linear combination of spherical harmonics.
The model approximated observed score-based probability reasonably well, as confirmed by the Hosmer-Lemeshow-Test (χ = 7.9, 8 degrees of freedom, p=0.440).
The model approximated this principle by first estimating HIV-negative tuberculosis incidence, and then calculating the 'risk of tuberculosis' function F HIV-negative) = I− / P−, where I− is HIV-negative tuberculosis incidence and P− the number oF HIV-negative individuals susceptible to tuberculosis.
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The model approximates the depth-averaged, shallow water equations with a finite volume, semi-implicit, semi-Lagrangian representation.
The parameters are identified by letting the model approximate to the estimated EPSD of the realistic ground motion.
The model approximates a vector of a continuous solution at discrete values of a physical variable.
Moreover, the model approximates the band-limited process satisfactorily and is used to generate realizations of it.
For winkles in the field the model approximates satisfactorily the available monitoring data for 129I in winkles from the west Cumbrian coast (UK), spanning several years.
At low concentration, the model approximate to Henry's law, while at high concentration it is similar to Freundlich model.
The model approximates the nonlinear relationship between the NO X emission, a function of speed, acceleration, temperature, power and load, considered as predictor variables.
In view of the simplification of this model, some further work is required to make the model approximate to the practice.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com