Parameter A can then be interpreted as the expected value of the natural logarithm [ln] of the height of a tree with dbh = 30 cm, while parameter B is the difference between the expected values of ln tree height) between trees with dbh = 30 cm and dbh = 10 cm of the respective tree species.
In this research we formulate a trade-off between the expected values of the CT and the die Yield.
Excellent agreement between the expected values of the gradient magnetic field and the numerical values generated by applying the Biot-Savart law to a discrete current pattern of the perspective disc coil was found.
Based on these formulae, we then present the average values of ABC and GA indices with respect to the set of all spiro chains with n hexagons and make a comparison between the expected values of ABC and GA indices in random spiro chains.
Based on these formulae, we then give the average values of the ABC and GA indices with respect to the set of all spiro chains with n hexagons in Section 3 and make a comparison between the expected values of the ABC and GA indices in random spiro chains in Section 4.
Table 4 shows a comparison between the theoretically expected values of the estimated variance components from the traditional model (Equation 16) and the empirical values estimated from the simulated data using the traditional model (Equation 15).
Amounts of ISTD used for extraction were adjusted between experiments to match expected values of jasmonates in the replicates: 100 ng per sample for whole-leaf extractions, 10 ng per sample for the WT-only laminal sector extractions, and 50 ng per sample for the WT/ir-wrky6/ir-wrky3/6 WT/ir-wrky6/ir-wrky3/6 WT/ir-wrky6/ir-wrky3/6
Furthermore, we find systematic biases between the realized and the expected values of collateral in real estate, even though the appraisal reports should have already considered all factors influencing this value.
For example, if μ1 = β1 + β2x1 and x i are constants, the response y i can be obtained from the experimental results, and the regression model describes the relation between the variables and the expected values of the y i.
The expected values of r between pairs of adjacent sites (E(r)) were estimated with the formula: E r 2 = 10 + C 2 + C 11 + C 1 + 3 + C 12 + 12 C + C 2 n 2 + C 11 + C, which is valid under drift recombination equilibrium and low mutation rate and can be adjusted for sample size [ 96].
