Sentence examples for deviation formula from inspiring English sources

For a heavy-tailed case, we obtain a precise large deviation formula, which agrees with existing ones in the literature.

As a first choice, we adopt the sample mean, accommodating expression (11) to the standard deviation formula largely used in modern statistics.

To avoid terminal values, when standard deviation is high, we replace mean with median and standard deviation formula is changed by replacing mean with median by Eq. (10).

When estimating the standard deviation, formula (16) is the best estimate for very small sample sizes (less than 16), after which the range formulas (Range/4 and Range/6) are better.

The results show that the temperature deviation formulas agree quite well with the deviations from numerical simulation.

The derived deviation formulas can serve as some guidance for selecting an appropriate forward time step for the loosely coupled quasi-static method.

In this paper, deviation formulas based on one-dimensional model are derived for uncoupled method and loosely coupled quasi-static method to estimate the structural temperature deviations at the stagnation point in different forward time steps.

The calculated standard deviation for reflectivity of the c-Si samples under the experiment is 1.7 using standard deviation formulas.

First of all, it is important to note that the summary data is computed using the arithmetic mean and the standard deviation formulas.

For the subexponential heavy-tailed case, we obtain a precise large-deviation formula; our method substantially relies on a martingale for the structure of our models.

It was calculated using the original standard deviations formula: d = (M1 – M2)/SDpooled where M1 and M2 are the mean values of TQ at baseline and visits, and SD pooled is the pooled standard deviation for independent samples [ 27].