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At the low end of 15 samples, the regression model explained 90.8 ± 2.4% of the variance.
For all samples, the regression model fit for the combined data completed with convergence (Message 1), and generated valid parameters for analysis.
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For the diluted sample, the regression coefficient correlating the measured flux profile and the predicted behavior using Fick's first law decreased significantly (R = 0.713; Figure 4b).
Given a sample, the regression problem based on Support Vector Machine (SVM) learning is to find a function such that is a good estimate of when a new input is provided.
Sample the regression coefficients from the normal distribution in (5).
Gamerman's block updating was used to sample the regression coefficients.
In the total sample, the regression coefficient β for the dizygotic twin effect was 0.782±0.253 (with OR 2.19); however, if the sibling is monozygotic the effect was virtually twice as large (1.757±0.317, OR 5.79), and reliably significant, p=0.0009.
As with our ADHD GWAS, to allow for population stratification within the sample, the regression analysis is performed conditional on two covariates (the first two principal components estimated from our GWAS data using EIGENSTRAT software designed for this purpose).
In cases of personal characteristics showing a strong association with organochlorine compound concentrations, such as age and year of sampling, the regression results did not change markedly after the outlier had been removed.
In fully adjusted regression model using the rural sample, the regression coefficients for Hb were -0.22 (-0.48 to 0.03), -0.03 -0.28 to 0.23), -0.07 -0.32 to 0.18), -0.34 -0.63 to -0.04) and 0.00 for late childhood, mid childhood, early childhood, fetal-exposed and non-exposed cohorts, respectively.
For peptides that were identified in one sample, the regression of the identified peptide's MS/MS scan number is used to estimate a window for the same peptide in the other samples and a matching chromatographic peak was identified within that time range.
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