However, the exact variation of the trajectory deviation with the curve geometry could not be established because of the small number of experimental samples and data scale.
But it's not obvious how you visualize customization when you're dealing with products that are made by a large number of individual artisans and makers around the world, as well as products that have never been created in the exact variation you want (but which easily could be)," she says.
By observing the exact variation of brightness with phase, astronomers can calculate atmospheric-particle sizes.
More importantly, by comparing with the results of real-time PCR, we proved that this method is as sensitive as real-time PCR that can reflect the exact variation of adipogenic associated genes.
Thus, it is also possible to predict the exact variation of the discrimination thresholds for the central target motion with different surround motion directions.
The accuracy of the present element is considerably improved by considering the exact variations of cross-sectional profile and mechanical properties in the evaluation of the structural matrices.
Presented in this manuscript are new developments to perturbation theory which are intended to extend its applicability to estimate, with quantifiable accuracy, the exact variations in all responses calculated by the model with respect to all possible perturbations in the model's input parameters.
Recently, Swanson [1] (see also Pospisil and Tribe [2]) studied the exact variations of the solution to the following one-dimensional stochastic heat equation: frac{partial}{partial t}u=frac{1}{2}{partialfrac{partial^{2}}{partial t, partial x}B t,x),quad tgeq0, xin{mathbb{R}}, (1.1) with initial condition (u 0,x)=0), where B is a time-space white noise on ([0,infty times{mathbb{R}}).
The exact gene variation has not been found yet in humans, Dr. Guenet said.
In this regard, we mention the results by Kennedy and Quine [1] giving the exact total variation distance between binomial and Poisson distributions, when their common mean is smaller than, approximately, as well as the efficient algorihm provided in the work of Adell et al. [2] to compute this distance for arbitrary values of.
In fact, they are the key concept to be able to predict the exact phase variation since, theoretically, if we know the parameterization K that gives the isochrons, the problem reduces to solving, at each step, ( x, y ) = K and ( x ′, y ′ ) = K , where ( x, y ) is the point in the phase space where the pulse perturbation, ϵ w, is applied and ( x ′, y ′ ) = ( x, y ) + ϵ w.
