The phrase "average of the random" is not correct and does not convey a clear meaning in written English.
It may be intended to refer to the average of a set of random values or variables, but as it stands, it lacks clarity and context.
Example: "To find the average of the random numbers generated, we need to sum them and divide by the total count."
Alternatives: "mean of the random" or "average of the random values".
The angle brackets denote a time average of the random variables.
In general, the mean function of a commonly described stationary process refers to the time average of the random process, while the mean in (112) is indeed interpreted as a spatial average of the random response.
An envelope - defined as the moving average of the random measurements plus two standard deviations (also shown in Figure 4) - was subsequently used to characterize a count-specific threshold that delineates significant/nonsignificant displacements resulting from gating.
cIn this section, we assume that E [ ϕ x ( x ) ] = 0 and E [ ϕ y ( y ) ] = 0 for brief explanation, where E denotes the sample average of the random variates.
This average is also similar but still significantly higher than the corresponding average of the random permutations of 1.448 (P<0.001; 95% confidence interval 1.437 1.460).
Random fragmentation from CAD and HCD was computed as the average of the random from each data set.
Finally, the ergodic case for Equation 13 is defined by using statistical averages of the random channel coefficients of matrix H K with the expectation operator ε as follows: C ¯ imp = ε C imp. (14).
In the following we will look at the average of this random SINR (still on a per user basis): (7).
And it's equal to the weighted average of the x random variables' [correction: realizations of the x random variables'] squared deviation from the mean, weighted by probabilities.
The average degree of the Housekeeping genes was 10.50, much higher than all the 1000 average degrees of the random gene sets.
where X ¯ and Y ¯, respectively, denote the average values of the random variables X and Y.
