The phrase "accuracy bounds" is correct and usable in written English.
It can be used in contexts related to statistics, measurements, or any field where precision is important, indicating the limits within which a measurement or estimate is considered accurate.
Example: "The accuracy bounds of the survey results indicate that the true value lies within a range of plus or minus five percent."
Alternatives: "precision limits" or "error margins".
Another distinctive contribution with respect to the other works in the literature is that here, we provide accuracy bounds for the problem at hand, given by the PCRB.
To replicate the wide spectrum of this hinge moment variation within some accuracy bounds, a force controller is designed based on the quantitative feedback theory (QFT).
Although only a few classes of CME problems are known to have exact and computationally tractable analytical solutions, the recently proposed finite state projection (FSP) technique provides a systematic reduction of the CME with guaranteed accuracy bounds.
These technique for estimating ANN accuracy bounds and feature space transformations are demonstrated on the problem of estimating the sand thickness in an oil field reservoir based only on remotely sensed seismic data.
Finite sample local accuracy bounds are not available for other machine learning algorithms.
The analogous finite sample local accuracy bounds are not available for other methods (with the exception of linear regression [ 10]).
For a class (mathcal{Q}) of graph queries and a resource ratio (alpha ), do there exist a data-driven approximation algorithm (mathcal{T}) and an accuracy bound (eta ), such that given any query (Q in mathcal{Q}) and graph Q, the approximate answers (Q(G_Q)) computed by (mathcal{T}) under (alpha ) are guaranteed to have accuracy at least (eta )?
For possible applications of the double inequality (2.11) in the theory of approximations, the accuracy of bounds in (2.11) for the arc tangent function is described by Figures 1 and 2. The upper curves in Figures 1 and 2 are, respectively, the graphs of the functions (2.12).
For a UT density equal or higher than UTs per cell, the achieved accuracy is bounded by s.
According to (6) the achieved accuracy is bounded by the propagation delay and is given by [7]: (7). Figure 3 Synchronization of three pulse-coupled oscillators with delays.
These examples clearly show that the modifications enlarge the capability and accuracy of bounded homotopies when solving both small- and large-scale sets of nonlinear equations describing chemical engineering problems.
