Sentence examples for precision approximations from inspiring English sources

To maximize the performance improvement, cached approximations must be of appropriate precision: approximations that are too precise easily become invalid, requiring frequent refreshing, while overly imprecise approximations are likely to be useless to applications, which must then bypass the cache.

Our optimization algorithms use coarse precision approximations to the solutions of the DAE system in the early iterations and progressively increase the precision as the optimization approaches a solution.

The arithmetic geometric mean yields high precision approximations of the natural logarithm.

The proposed C-language function is a fast single precision approximation of the natural logarithm with adjustable accuracy.

The developers created a precision approximation that allowed them to compare rules on millions of examples without human review.

The influences of centrifugal force on the free surface and friction factor are discussed, and high-precision approximation modeling method is used in free surface modeling to speed up the solving process.

He proposes that if \(g\) is approximately true, then the proposition "approximately \(g\)" is true, so that "the improving precision of approximations can be an object of knowledge".

Numerical inaccuracy due to a limited precision or approximations used for the computing the Hamiltonian (e.g. approximate two-electron integrals) might lead to a small split of the degenerate levels, but iterative procedures used in the majority of quantum chemical methods can increase this small difference to a physically wrong description of the system.

However, when a small amount of signals is retrieved (low recall/high precision) the approximations of KL divergence, Euclidean distance, and Mahalanobis distances produces the highest accuracy.

This allows us to identify explicitly the solution which for sufficiently small step-size matches the step-size matchese withea high precishape(the approfimathen order is 6).

To overcome this limitation, the Taylor series expansion is used to simplify the phase terms in (26), with a sufficient precision of approximation which has been verified in [39].