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“…the fitting error) is less than one third (i.e. 33.33%) of the sum of squares due to the regression [37] . However, the proposed Analysis of Variance Analysis (ANOVA) presented in Table 5 is such that the sum of residual squares (residual) is decomposed into its "Validity" and "Error" components.…”
Section: = (mentioning
confidence: 90%
“…the fitting error) is less than one third (i.e. 33.33%) of the sum of squares due to the regression [37] . However, the proposed Analysis of Variance Analysis (ANOVA) presented in Table 5 is such that the sum of residual squares (residual) is decomposed into its "Validity" and "Error" components.…”
Section: = (mentioning
confidence: 90%