"approximation of accuracy" is a correct and usable phrase in written English.
It can be used when discussing the level of accuracy in measurements, calculations, or information. For example: - The scientist explained that their calculations were based on an approximation of accuracy, as they did not have access to more precise data. - The survey results were presented with a margin of error of +/- 3%, indicating an approximation of accuracy. - In order to ensure an approximation of accuracy, the team ran multiple trials and averaged the results.
In this article, we have presented a new two-level implicit method based on spline in compression approximations of accuracy (O kh_{l} + h_{l}^{3})) for the numerical solution of quasi-linear parabolic partial differential equation in one spatial dimension.
An approximation of predefined accuracy of the Pareto set, which can be convex or non-convex, is calculated.
Contact prediction therefore is a reasonable approximation of algorithm accuracy.
Accuracy estimated using the prediction error variance of the mixed model equations (r PEV )) was shown to be a good approximation of empirical accuracy for the simulation example.
Estimates (such as mean, standard deviation and confidence interval) are extracted from a non-parametric data set (no underlying distribution is assumed in the data set), to provide an approximation of the accuracy of the statistical estimates [ 34], in order to represent the uncertainty in the costs and to test whether there are significant differences between the costs of both groups [ 35].
The numerical examples illustrate that the proposed method yields approximations of high accuracy.
The presented numerical results illustrate that the proposed method can be used to produce approximations of high accuracy.
A method of obtaining compact finite-difference approximations of h4 accuracy to operators of Navier-Stokes type is considered.
The numerical procedure is a modification of an "expanding domain" type method where one obtains approximations of increasing accuracy by expanding the computational domain.
Simple approximations of good accuracy are also provided for the normalized critical bracing eccentricity and buckling load, with which the hand-calculation method is only necessary in practical design.
