Sentence examples for width of the interval from inspiring English sources

The confirmation results obtained are confirmed by calculating confidence interval, which lies within the width of the interval.

In this paper we deal with the question "which is the best way to spend our resources in order to decrease the width of the interval [Bel(F),Pl(F)] in Dempster Shafer evidence theory?".

Such a concept can guarantee that (a-a=0), and the width of the interval (a-b) equals the absolute value of the difference of the widths of a and b.

The confidence intervals (shown in the figure by the shaded grey areas) indicate the likely location of the true population mean and have a precision (width of the interval) of about ±16 kg.m−3 while precision of the prediction intervals (which include scatter from individual trees) is about ±46 kg.m−3.

Correspondingly, the LSHF (h varvec{y}_i^{(1)})) is given by h_{varvec{a},b} varvec{y}_i^{(1)})=leftlfloor frac{varvec{a}^{text {T}} varvec{y}_i^{(1)}+b}{r}rightrfloor (12 where (varvec{a}) is a d-dimensional vector which obeys the normal distribution; r is the width of the interval of a random bucket; b is a real number selected randomly from the range of [0, r].

The average rank increased to 4 or greater for ICC = 0.7 with a large increase in the width of the interval defined by the 5th and 95th percentiles.

In particular, the coverage probability of these intervals tends to zero as c approaches -∞, and the width of the intervals exceeds the width of intervals constructed in the usual way under stationarity.

For each attribute, it computes the ratio of the width of the overlap interval (i.e., the interval that has instances of both classes) to the width of the entire interval.

This leads to an improved approximation of the contribution for the intervals [1.0; 0.9] and [0.1; 0.0] and also decreases the width of the confidence interval from 43.9 to 16.3.

To demonstrate the relationship between sample size and the width of the confidence interval of the estimated variable, we calculated the width of the 95% confidence interval of the limits of agreement (0.52 standard deviations of the bias).

Thus, the interval is guaranteed to contain the optimal value of the the dual function and the width of the initial interval is one, that is,.