In column 3, we include MSA Metropolitan Statistical Areaa) fixed effects in the model.
Several approaches have been developed to incorporate these effects in the model formulation.
Effects such as row, column, and exposure run were added as random effects in the model.
Table 4, Panel B shows the regression results including just the variable StB with fixed effects in the model.
Analysis of covariance models with baseline clinical measurement groups as the main effects in the model were used.
Consideration of thermal diffusion effects in the model was necessary for realistic predictions in all the cases.
Analysis of covariance models with baseline clinical measurement group as the main effects in the model were used, adjusting for age and gender.
We further note that we properly incorporate the (a) the charge transfer interactions, (b) the covalency effect, and (c) the zero point energy effects in the model Hamiltonian.
The p value is the probability value that is used to determine the effects in the model that are statistically significant.
The resulting expressions are more complex because of the rapidly exploding number of elasticities (and income shares) required to describe all the feedback effects in the model.
Temperature effects in the model are considered from the Filament Dissolution model [82, 83] discussed further in the "Filament Dissolution Model" section.
