Sentence examples for effect can be defined from inspiring English sources
In acoustic emission (AE) of repeatedly stressed rock samples the effect can be defined as the absence of AE until the previous stress level is exceeded.
Thus the 'income effect' can be defined as a summation of partial effects of the health inputs on a child's health status.
To administer a pharmaconutrition agent on the other hand, would mean that a dose-response relation is presumed and that the desired response effect can be defined.
In the present analysis, IFNβ-1b effect can be defined as an additive effect: λ0 t) = θλ0-ED, where θλ0_IFNβ-1b = θλ0-ED.
The magnitude of the effect can be defined in various ways: for instance, as the difference in the outcome between the two treatment levels: Y i, t - Y i, c.
Controlled direct and natural direct and indirect effects can be defined using PO notation and estimates can be obtained using Pearl's mediation formulas.
Consequently, a final estimation of attractive effects can be defined as hat{vec{G}}^{s}(r_{s}) = left{begin{array}{ll} hat{vec{G}}^{s}_{text{near}}(r_{s}) & rleq r_{s text{switch})} hat{vec{G}}^{s}_{text{far}}(r_{s}) & r> r_{s text{switch})}, end{array}right.
Additionally, the correlation structure for the random effects can be defined pairwise or using different matrix types.
The mean and variance of random additive polygenic effects can be defined as: a ~ N 0, A σ a ), where A is the additive genetic relationship matrix computed from the F2 intercross pedigree in this study and σ a is the additive polygenic variance.
In adiabatic conditions, the change of temperature due to the change of the magnetic field (or magnetocaloric effect), ΔT can be defined as (Tishin and Spichkin 2014): varDelta T={displaystyle underset{H_1}{overset{H_2}{int }}frac{T}{C_H}{left(frac{partial M}{partial T}right)}_H dH} (1).
