Sentence examples for size of the error from inspiring English sources

The size of the error bar would help determine if it's time for a second opinion and other tests.

There are uncertainties in climate models by their very nature, but scientists are working - I am working - at reducing the size of the error bars".

The addition of a far side station allows to divide by two the size of the error bar on the seismic velocity model.

There are uncertainties in climate models by their very nature, but scientists are working - I am working - at reducing the size of the error bars". Emmott: "On the today show people are debating whether kids should take a packed lunch to school.

We estimate both the size of the error neighborhood, and the time and communication costs, as functions of the sensitivity of the quantizer: our analysis highlights natural trade-offs between accuracy of consensus and costs.

However, the increase in size of the error was not linear and even a considerable reduction (up to 50%) in the original sampling effort led to a far smaller increase in errors in the mean estimates (<6%) and in mapping (<18%) as compared with the original sampling densities.

Information on the size of the errors due to interpolation and extrapolation is provided in the Technical Validation section.

Each improvement based on a corrector to the scheme is designed to reduce the size of the errors across the interface of each node when using the solid contact to absorb the nonconservative terms.

end{aligned} Hence, if frac{2B T}{| mathbf{u}_{0} - tilde {mathbf{u}}_{0} |_{infty}} (21) is not very large, β is fairly large and, e.g., (alphageq 0.5), then the size of the error-amplification ratio (E(T beta)) is dominated by (I(T beta)), i.e. by the term stemming from the linearized model.

According to standard ODE theory (Appendix A), (R_{beta}), with (beta< infty), is continuous, but the size of the error-amplification ratio E(T beta)= frac{| mathbf {u}(T beta) - tilde{mathbf{u}}(T beta) |_{infty }}{| mathbf{u}_{0} - tilde{mathbf{u}}_{0} |_{infty}} (5) may be huge for large β, which will be demonstrated and analyzed in Sects. 2 and 3, respectively.

This amount of correction is obviously much larger than the size of the errors one would expect to find in standard eye-trackers.