Sentence examples for by using the cumulative from inspiring English sources

Exact(15)

To reach this aim, the macroscopic flow and density parameters of the discrete space units are calculated at the end of each discrete time period, by using the cumulative occupancy and vehicle count measurements obtained from the traffic detectors.

New exact outage probability expressions are derived analytically in a single-integral form by using the cumulative distribution function approach.

By using the cumulative sum test, Kang and Lee [18] studied the problem of testing for a parameter change in a first-order random coefficient integer-valued autoregressive model.

When the inter-arrival time (Tint) of PU is less than or equal to Tcycle, the probability P i that SU will interfere with the PU is evaluated by using the cumulative distribution function.

To obtain the best power, this association was first evaluated by using the cumulative transmission status of the infant (occurring at birth, 6 weeks, or 12 weeks postpartum), and showed no significant association.

By using the cumulative SOFA score, indirect correction for length of stay was made.

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Similar(45)

The consistency of responses was estimated by calculating the probability of obtaining a given distribution of answers by chance using the cumulative binomial distribution function.

For detection of damage in structures, the damage locating vector (DLV) method is adapted to account for the different types and variations of internal forces and capacities along the length of each element by using the normalized cumulative energy instead of the normalized cumulative stress.

Subsequently, the fatigue life of wire rope is calculated by using the linear cumulative damage theory of fatigue.

If the autocorrelation coefficient is higher than 0.4, then the future prices are predicted by using linear regression [23]; if the autocorrelation coefficient is lower than 0.4, the future prices are predicted by using the inverse cumulative distribution function of the normal distribution.

The Gaussianized value is then obtained by using the inverse cumulative density function (CDF) of a standard Gaussian distribution (i.e., the probit function) as follows: ϕ l m ← 2 erf − 1 2 r m − 1, (41 where erf−1 denotes the inverse error function.

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