Numbers (n) of cells recorded from, or of slices imaged, are always given so that, if desired, standard deviation can be calculated as SEM × √ N. P-values are from two-tailed t-tests.
The range coordinate of the minimum deviation (MD) can be calculated as an arithmetic mean of the range residuals located around the predicted MD epoch (data bin width of 20 ms) and clipped by an iterative 2.2 sigma filter.
Then their method is acceptable in computing multiplications of low depth, such as the standard deviation which can be calculated by depth-one multiplications (in fact, the authors in [16] apply their packing method to compute simple statics such as the mean, the standard deviation, and the logistical regression on encrypted data).
The standard deviation σ can be calculated by using the formula σ = √(npq).
In the self to self hybridization the standard deviation (σs,g) can be calculated from the total gene probe dataset and correlated to the standard deviation of the control probe dataset (σs,g = CF·σc).
The gas deviation factor z can be calculated by using Standing-Katz plate that Dranchuk and Abou-Kassem fitted in 1974.
If the intensity average value of every row is S i, the standard deviation σ x can be calculated by using formula: ( {sigma}_x=sqrt{frac{1}{N-1}sum limits_{i=1}^Nleft({x}_i-{S}_iright)} ) and σ y can be gotten with the same form.
where f n is the frequency of the n th partial and f 0 is the fundamental frequency, empirical analysis of real tones shows a slight deviation between the measured partial frequency and the theoretical f n, and thus, a deviation value B n can be calculated for each partial related to the fundamental frequency by the following: B n = f n 2 − n 2 f 0 2 n 4 f 0 2, (2).
In the results from probabilistic model, mean value of repair frequency, safety index (normalized parameter) at each repair timing, and the increasing standard deviation with repeated repair can be calculated with changes in repair numbers.
The standard deviation of a granule can be calculated as follows: begin{aligned} sigma _j =sqrt{frac{1}{M}mathop sum limits _{t=1}^M Vert c_j -x_m ^{2}} Vert, end{aligned} (12 where (x_m ) is the mth input vector with input patterns which belongs to the cluster with centre (c_j., M_{j}) is the number of input vectors which belong to the cluster with the centre (c_{j}).
