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. 2019 May 10;5(5):e01565. doi: 10.1016/j.heliyon.2019.e01565

Table 2.

Calibration curve equations (mean ± standard deviation, n = 5) and statistical tests used for linearity assessment.

Aflatoxins Equation R2 Normality
Maximum normed residual
Homogeneity of variances
Regression
Lack-of-fit
WTest (5 levels) WCritical GTest (5 levels) GCritical CTest CCritical F FCritical F FCritical
AFB1 y = (893.67 ± 67.05)x – (17.94 ± 33.88) 0.9934 0.815–0.963 0.686 1.35–1.70 1.764 0.406 0.633 1155.9 7.823 2.82 3.67
AFB2 y = (1086.24 ± 76.90)x – (24.71 ± 28.18) 0.9946 0.722–0.982 0.686 1.14–1.64 1.764 0.336 0.633 1228.5 7.823 1.95 3.67
AFG1 y = (710.97 ± 41.57)x + (0.94 ± 9.80) 0.9923 0.809–0.918 0.686 1.53–1.71 1.764 0.325 0.633 992.9 7.823 1.08 3.67
AFG2 y = (731.35 ± 29.03)x – (14.08 ± 25.20) 0.9917 0.740–0.946 0.686 1.20–1.74 1.764 0.386 0.633 1245.7 7.823 1.84 3.67

R2 correlation coefficient, (Wtest, Wcritical) Shapiro Wilk statistic, (Ctest, Ccritical) Cochran statistic, (Gtest, Gcritical) Grubbs statistic, (F, Fcritical) F statistic.

Shapino Wilk statistic (normality) : Values in bold represent the coefficients of Shapino Wilk test (W test for 5 levels) and critical value (W critical) at 1%.

Grubbs statistic (Maximum normed residual): Values in bold represent the coefficients of Grubbs test (G test for 5 levels) and critical value (G critical) at 1%.

Cochran statistic (Homogeneity of variances): Values in bold represent the coefficients of Cochran test and critical value (C critical) at 1%.

F statistic (Analysis of variance) : Values in bold represent F values and F critical for Regression, F values and F critical for lack-of-fit at %1.