Interestingly, our result of HWE calculation revealed deviation due to a deficit of homozygotes.
Magnetic resonance imaging (MRI) revealed nasal septal deviation due to a 5 × 2.2 × 4.5 cm measuring mass located in the right nasal meatus and right ethmoid sinus, highly suspicious of malignant origin (Fig. 1a).
Comparing the results where the standard deviation is higher (70% of the mean control value, Table 5) to those where the standard deviation is lower (e.g. 40% of the mean control value, Table 3) demonstrates that this bias increases with increasing standard deviations due to an increased range of individual trial RoM estimates.
Furthermore, we have verified that these same resolution variations are within the run-to-run deviations due to a different random number seed for the initial perturbation.
However, only small deviations in temperature and flow rate can be expected for normal operation, excluding significant deviations due to a different experimental set-up.
In early unfolding events, we observed a "hump-like" deviation due to the detachment of β-strand A from each I27 domain.
It comprises a voltage compensation loop to suppress the voltage deviation due to the droop control, a positive-sequence virtual impedance to eliminate the negative-sequence voltage drop on the output impedance due to the negative-sequence current, and the positive and negative independent control loops to improve the inverter voltage control performance.
The ratio of the estimated log likelihood and the total number of observations is a measure of the entropy in the data due to the random effects (the dashed lines in figure 3), with a deviation due to estimation error (possibly different for the two designs).
For a continuous phenotype with normally distributed errors, we model (2) y i = μ + mother j [ i ] + father k [ i ] + ε i, where μ is the intercept modeled as a fixed "overall" effect, mother j and father k are the contributions from mother and father, and ε i ∼ N 0, σ) is a deviation due to the specific individual (i.e., the residual).
For a given precision p, each Gauss coefficient has a standard deviation due to the rounding error equal to (p/sqrt {12}) (see also Lowes 2000).
