Sentence examples for with error bounds from inspiring English sources

We also describe a number of techniques that increase the efficiency of the system based on lazy evaluation, use of floating-point filters, arbitrary floating-point arithmetic with error bounds, and lower-dimensional formulation of subproblems.

It is pointed out that the ACER method, if properly implemented, will provide a statistical representation with error bounds of the exact extreme value distribution given by the data.

Thus, by providing the physician with not only the prediction, but also with a level of confidence, and with error bounds associated with that prediction, we are able to empower the physician to make use of a larger number of more finely-grained protocols that he or she may follow as regards the care of his or her patient.

A greedy algorithm and its improvements (including Cost-Effective Lazy Forward (CELF) algorithm) were developed to provide an approximation solution with errors bounded at (1 1/e).

On each B q, q = 1, …, m + 1, the functions ϕ j, j = 1, …, m n + n, are approximated by the polynomials ϕ j q a with rational coefficients and with rational error bounds ϕ j q v ≥ ∥ a ϕ j q − ϕ j q ∥ L p ′ 1 [ t q − 1, t q ].

The method converges in probability (with probabilistic error bounds) as a consequence of sparsity and a concentration of measure phenomenon on the empirical correlation between samples.

Derived activation energies for TiCl4 adsorption are associated with significant error bounds, which encapsulate the experimental activation energy for the overall growth process.

The proposed closed-form equation could predict the ICP capacity with maximum error bounds less than 21% and the proposed design methodology could assure the acceptable seismic behavior of panel zone (PZ) with ICP.

We show that the input power signal needs to meet an independence requirement to ensure the model predictability and propose an iterative process to build the models with given error bounds.

Nonparametric identification of P or other transfer functions is performed with known error bounds from a limited amount of signal data collected from experiments on the closed-loop system with the currently stabilizing controller excited by designed reference signals and corrupted by disturbances and, then, the optimization problem is built in terms of these estimates.

It is shown that when logarithmic quantizers are used, exact coordinated tracking can still be achieved by properly choosing the design parameters in the controller while when uniform quantizers are used, practical coordinated tracking can be achieved with tracking error bounds proportional to the quantizer parameter.