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Forest area and overall C stock estimates also differ between the two simulated estimates.
Correlation of LD phase between breeds A and B was estimated to evaluate the degree of relatedness between the two simulated breeds.
The impact of technical factors such as target labelling and microarray hybridization on the discrimination between the two simulated 'normal' and 'disease' panels was investigated by PCA of the microarray data and the results are presented in Figure 8A.
It should be noted that when the effect size is zero (Fig. 3), there is no difference between the two simulated groups and so the proportion of p values deemed "significant" will represent false positives––that is, in a robust and reliable significance test, on average 5% of results ought to be declared "significant, p < 0.05".
When there was no migration between the two simulated species, the identification success rate increased with splitting time (Fig. 4a).
We then applied extreme value thresholding until we observed phenotype variance like that of the selected samples and used the inflation of the estimated difference in mean between the two simulated populations to estimate the BMD effect inflation.
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The mean thoracic kyphosis angle and radius of curvature were also between the mean values of the two simulated corrections.
The measures of MAnisotropy discriminated between the four simulated patterns.
After the removal of rare alleles (MAF <.05), the average correlation between the allele frequencies of two simulated biological replicate DNA pools – each containing the individual genotypes of 30 unrelated individually genotyped CEPH individuals – was calculated as 0.959.
That is, the difference in the number of deep coalescences between the two model trees was less for simulated gene trees from any MM model than observed in empirical gene tree estimates (Additional File 5).
In the presence of interaction between the two signals simulated by nonseparable covariance structures, our analysis showed that Σ NP is a more reliable estimator than Σ AR (1) particularly in QTL location estimation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com