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The variance of ED50 add was calculated from the fraction (FR) of the ED50 in the combination as: From this variances, 95% confidence limits of the theoretical additive ED50 were calculated.
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"A developer's decision to withdraw is usually based on how hard is it to get this variance," he said, "and I really do believe that they saw that this community was going to fight them to the end".
For TDMA this variance is given by.
This variance is much smaller than the original variance.
In this paper, explicit formulas for this variance are presented.
An ideal spatial design should minimize this variance.
This variance was attributed to the different dimensionality of their channel systems (1D vs. 3D).
HMRC and Scottish Government statisticians are currently liaising to try and rectify this variance.
Because of this variance, the problems internal to each such theory become salient as they overgeneralize.
The prediction is more precise if this variance is smaller [15, 26].
This variance in approach also derives from the different actors involved.
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