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Definition 3.1 (Structure coefficients).
Structure coefficients were also examined.
Structure coefficients are measures of association between variables.
Table 3 presents the standardized canonical function coefficients and structure coefficients for Functions 1 and 2. The squared structure coefficients (r s 2) are also given as well as the communalities (h2) across the two functions for each variable.
Note: Table 3 summarized Tables 9, 10, 11, and 12. Structure coefficients (r s ) greater than |0.45| are italicized.
The coefficients c k ( n, j ) stemming from the procedure specified in (14) through (16) are called structure coefficients of the polynomial P j + 1.
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Coef = standardized canonical function coefficient, r s = structure coefficient, r s 2 = squared structure coefficient, and h2 = communality coefficient.
The normal structure coefficient of a Banach space is defined by (2.1).
The formula of the tensile strength structure coefficient Ks was proposed.
We define the normal structure coefficient of (with respect to a given convexity structure ) as the number (2.16).
Moving to Function 2, the combination of canonical function coefficient and structure coefficient in Table 3 suggests that relevant dependent variable is market valuation.
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