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The fluid structure interaction effects are calculated in terms of the generalized added mass coefficients, generalized Coriolis fluid force coefficients and generalized centrifugal fluid force coefficients.
The fluid structure interaction effects are calculated in terms of generalized added masses, using a boundary integral equation method together with the method of images in order to impose an appropriate boundary condition on the free surface.
Marginal effects are calculated in such a way that they sum to zero over the four outcomes of the dependent variable; it is, therefore, not necessary to specify a reference group against which the outcomes of the dependent variable are compared.
In the wet part of the analysis, the fluid structure interaction effects are calculated in terms of the generalized added mass coefficients by use of the boundary integral equation method together with the method of images in order to impose the Φ=0 boundary condition on the free surface.
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Subsequently, nested effects were calculated in accordance with Page and coworkers [32].
Post hoc analyses of centre effects were calculated in the three ADHD DSM-IV scales (L, M, N) and the scale 'oppositional' (A).
GEBV due to additive and dominance effects were calculated in the same way as in Equations 3 and 4, but using SNP genotypes rather than QTL genotypes, and estimated effects rather than true effects.
The effect is calculated in percentage of baseline values.
The BAL effect was calculated in the same way as BALs were calculated in growth prediction, i.e. by giving more weight to close neighborhood.
This effect was calculated in all 24 children who followed the elimination diet.
For example, in the column labeled "R254 h", the legend says that the effect is calculated in the direction R254 h in all cases.
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