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L is the average of the minimum distance between all pairs of nodes in the network.
Results showed that the maximum error at different heights was 9.09%; the average of the maximum error was 6.35%, and its corresponding variance was 2.12; the minimum error was 4.18%; the average of the minimum error was 5.99%, and its corresponding variance was 0.50.
For each month, the average of the daily maximum temperature was calculated and matched with the average of the minimum daily absolute humidity to form a point.
The average minimum headway for each line is calculated by using a weighted average of the minimum headway between two consecutive trains of the same category: {underline{t}}_{fm}=frac{alpha_L*{t}_{fmL}+{alpha}_R*{t}_{fmR}+{alpha}_M*{t}_{fmM}}{alpha_L+{alpha}_R+{alpha}_M} (2).
We have a set of templates described by points Υ M = { α M i } i = 1 N Υ M. We detect shadow boundaries consisting sets of points Λ S = { β S i } i = 1 N Λ S. We calculate the average of the minimum distances between each points of the templates and the edge detection results: d = 1 N Υ ∑ α ∈ Υ min ∥ α − β ∥ 2. (10).
The advantage of using shift distribution, which results in cost reduction, can be realized by using the following procedure: 1. Minimize the expected loss-cost function, E L) and obtain the optimal control chart parameters n 0 h 0 k 0 | δ = ( δ 1 + δ 2 ) / 2 at single shift parameter which is the average of the minimum and maximum values of the shift parameter.
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To validate the paradigm, the magnetic counterpart of the EPN was assessed by the average of the minimum-norm estimated voxel amplitude from 160 to 300 ms (including 94 data points).
Cells were assumed to have a spherical shape with a diameter calculated as the average of the maximum and minimum dimensions of each cell.
0 stands for a medium level which results from the average of the maximum and minimum value.
So we compute the optimal number of cluster k as finding average of the maximum and minimum numbers of VMs set for each cluster.
Measures of the external and internal nest-cup diameter are the average of the maximum and minimum diameters of the outer and inner nest-cup, respectively.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com