Sentence examples for variation of interval from inspiring English sources

In a different approach, recently Chen et al. [27] discussed a new equivalent transformation for interval inequality constraint in terms of normal variation of interval number and chance-constrained programming approach.

In particular, we first transform the original problem into an interval bilevel programming problem with interval coefficients in both objective functions only by combining normal variation of interval number with chance-constrained programming.

Figure 5 Change of formation of stable multispikes over (pmb{Omega = 0,L }) with respect to the variation of interval length L. System parameters and initial data are as in Figure 2.

In order to keep as much uncertainty of the original constraint region as possible, the original problem is first converted into an interval bilevel programming problem with interval coefficients in both objective functions only through normal variation of interval number and chance-constrained programming.

To this end, we first convert the original constraint region into its crisp equivalent form by combining normal variation of interval number with chance-constrained programming [27], and thus transform the original problem into an interval bilevel programming problem where interval coefficients are in both objective functions only.

Try the 'Pyramid' variation of interval training!

In this way, we first transform any interval inequality constraint of problem (1) into a stochastic inequality form by normal variation of intervals.

Analyses of the variation of intervals between consecutive heartbeats have been shown to quantify the autonomic heart regulation and the balance between sympathetic and parasympathetic activation.

Time domain measurements included heart rate, Standard deviation of all normal NN interval (SDNN), root mean square of successive differences (RMSDD), the percentage of NN interval differences >50 ms from the preceding interval (PNN50), and coefficient of variation of NN interval (CV, calculated by standard deviation of NN intervals divided by mean of NN intervals).

From the results obtained in the first experiment, it may be postulated that differences observed between cows and heifers for the duration of the interval between onset of estrus and the LH surge as well as for the variation of this interval would be observed also for the interval between the onset of estrus and ovulation.

Therefore, on a practical point of view, the long interval between the onset of estrus and ovulation and the high variation of this interval, especially in cows, may be a source of low fertility and should be considered when analysing reproductive disorders.