Examples of discriminant

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A stepwise discriminant function analysis was applied to identify those symptom scales that allow maximum separation of the two groups.
In the exploratory study, the target measures were analyzed using discriminant function analyses.
The analysis indicates that there was a statistically significant association between this variable and the discriminant function.
It is simple to verify that the discriminant of such an equation is always less than zero.
With four groups, the maximum number of possible discriminant functions is three.
However, as cluster and discriminant function analyses demonstrated, not all victimized children experienced the same set of effects.
All of the remaining discriminant function analyses predicted differences between the clinical group and the normal group as a whole.
Thus, covariates were not included in the discriminant function analysis.
Thus, gender was included as a covariate in the discriminant function analysis.
Thus, the measure has adequate discriminant validity and is sensitive enough to detect differences in parenting practices between families.
Accordingly, separate discriminant function analyses were performed for boys and girls.
In this case, three discriminant functions were generated.
This equation has the same discriminant as (20) and, therefore, has two real solutions a t saddle and nodal points.
Territorial plot constructed using the first two discriminant functions.
We then performed a discriminant analysis on the result that provided the best fit.
Discriminant analyses were used to examine which measures separated the groups best.
It is the pulmonary veins, however, which most accurately reflect the presence of isomerism, and serve as discriminant markers of the right and left patterns.
Both convergent and discriminant validity have also been demonstrated.

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