Examples of 'discriminant' in a sentence
Meaning of "discriminant"
discriminant (noun) - a mathematical expression that helps determine the types of roots of a polynomial equation
Show more definitions
- An expression that gives information about the roots of a polynomial; for example, the expression D = b² - 4ac determines whether the roots of the quadratic equation ax² + bx + c = 0 are real and distinct (D > 0), real and equal (D = 0) or complex (D < 0).
- The invariant (on the vector space of forms of degree d in n variables) that vanishes exactly when the corresponding hypersurface in Pⁿ⁻¹ is singular.
- Serving to discriminate.
How to use "discriminant" in a sentence
Basic
Advanced
discriminant
The discriminant can be kind of a useful shortcut.
To further explore the discriminant validity of the.
Discriminant and derived number first level.
This called the discriminant of the equation.
Discriminant factor between activity and hyperactivity.
These can be found in terms of the discriminant of.
Far less discriminant in their targeting methods.
This confirms the existence of discriminant validity.
The discriminant in this equation should be positive.
Evaluate the result to find the discriminant.
Discriminant analysis classified observations into two or.
It consists of convergent validity and discriminant validity.
Linear discriminant analysis has also been used.
We now focus on the sign of the discriminant.
Evidently the discriminant of this equation is positive.
See also
These data were analyzed by canonical discriminant analysis.
The discriminant is positive if and only if.
We refer to this as convergent and discriminant validity.
Convergent and discriminant validity was tested.
Discriminant validity for all constructs.
Sensitivity to change and discriminant properties of the instrument.
A discriminant analysis of predictive factors in sex offender recidivism.
This expression of the discriminant is often taken as a definition.
Discriminant analysis was used to reveal differentiation in morphometric characters.
We show a property of linear discriminant analysis of mixed data.
The discriminant of the quadratic polynomial.
Please not that the discriminant factor analysis.
The discriminant validity is thus established.
These functions are called discriminant functions.
Canonical discriminant analysis for k classes.
Validation of indicators in relation to dependence through discriminant validity.
The discriminant validity was also satisfactory.
For this converse the field discriminant is needed.
Convergent and discriminant validity of the measured constructs.
And let us calculate the discriminant.
Generalised discriminant analysis based on distances.
Assessment of convergent and discriminant validity.
Find the discriminant of each equation.
Standardised coefficients of the discriminant function.
Is the discriminant of the extension.
Determining the number of solutions by using the discriminant.
The best discriminant function was.
This term is called the discriminant.
All scales demonstrated discriminant validity according to these criteria.
Contributions to sensitivity analysis and generalized discriminant analysis.
Afterwards a discriminant analysis was performed to identify the predictive factors.
This predetermination is done preferably via a discriminant factor analysis.
Eight discriminant variables were found.
This is related to quadratic discriminant analysis.
So our discriminant in this situation is.
