The phrase "accuracy in computing" is correct and usable in written English.
It can be used when discussing the precision and correctness of calculations or data processing in computer systems.
Example: "Ensuring accuracy in computing is essential for reliable data analysis and decision-making."
Alternatives: "precision in computing" or "correctness in computing".
The advantages and disadvantages of various uncertainty analysis approaches, which use approximate representations of the full nonlinear model using power series or polynomial chaos expansions, are discussed in terms of computational cost and accuracy in computing the shape and tails of the state and output distributions.
Several calculation strategies are tested concerning their computational economy and their accuracy in computing different key parameters.
The numerical accuracy in computing multi-dimensional moving interfaces is significantly improved.
It is found that, in general, the medial axis based approaches provide optimal blocking and yields better accuracy in computing the functional of interest.
It has obvious drawbacks in terms of a loss of accuracy in computing the eigenvalues and eigenfunctions, though these can be minimized by an appropriate choice of trial functions, segmentation geometry and number of segments.
We also present a new scheme to create the look-up table whose binning is optimal to keep good accuracy in computing forces and whose size is small enough to avoid cache misses.
Finally, in the case of regular periodic domains, where pseudo-spectral approaches are superior to finite differences in terms of CPU time and accuracy, we use the adaptive strategy to store chain propagators, reducing the memory footprint without loss of accuracy in computed physical observables.
The closed-form solution is also digitalized in order to define a spot element which can be used in FE simulation of multi-spot structures, providing profit both in accuracy and in computing time saving.
Numerical examples on triangular and mixed grids verify the scheme's high order accuracy and robustness in computing inviscid and viscous compressible flows.
It provides opportunities to use probability density evolution method (PDEM), which had been proved to be of high accuracy and efficiency, in computing the dynamic response and reliability of tall buildings subject to the wind loading.
This paper will investigate the numerical accuracy and efficiency in computing the electrostatic potential for a finite-height cylinder, used in an explicit/implicit hybrid solvation model for ion channel and embedded in a layered dielectric/electrolyte medium representing a biological membrane and ionic solvents.
