Sentence examples for intervals rely on from inspiring English sources
Koyama and Chen however did not consider such an approach, and their confidence intervals rely on Clopper Pearson method.
The calculation of confidence intervals relies on either the statistical assumption of approximate normality for the distribution of the risk indicator, or a suitable mathematical transformation (e.g., logarithmic).
Taifour et al. [18] propose the neighborhood back-off algorithm (NBA) where the initial back-off interval relies on the number of neighbor nodes.
The former guarantees always the same quality degree, while the latter is used for dynamic adjustment at runtime: each interval relies on two numerical scalars that are used for specifying the minimum and maximum QoD bounds respectively, and the QoD Engine component adjusts κ within the interval as needed.
Calculation of the 95% confidence interval relies on the SE, which in this case is 2.0/v48 = 0.29.
The calculation of a binomial confidence interval relies on approximating the binomial distribution with a normal distribution.
The existence of this interval relies on the stochastic ordering of the distribution of (M,S) with respect to Π[ 10].
It is noteworthy that the appropriate size of alignment blocks and intervals does not rely on the proportion of the two different recombination rates.
Unfortunately, detecting the intervals associated with all the natural frequencies (strong frequency interval detection problem), cannot rely on this property, so that one must resort to Monte Carlo methods or numerical optimization to find them.
Instead of significance testing, one can rely on confidence intervals, interpreted quantitatively, not simply as surrogate significance tests.
