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Analytical Results and Chemometric Evaluation

Whereas application of LMS regression (Eq. 9-5) results in considerable improvement of the rank correlation coefficients, the correlation coefficients obtained by RLS regression (with outlier elimination Eq. 9-6) are again markedly lower. [Pg.343]

Plant lead content/soil lead content 0.3013 0.7434 0.5473 [Pg.343]

Plant lead content/distance from the road -0.3839 -0.7788 -0.4014 [Pg.343]

The coefficient of the LMS regression function for the relationship between plant and soil lead content, ao soii = 0.90 mg kg 1 Pb, corresponds to the median amount of lead taken up by the plants from atmospheric emissions if the soil lead content were zero, [Pg.344]

It is obvious that LS regression yields values that are too high and cannot be used for interpretation of plant lead content. The introduction of the reweighted median-related values enables comparison of the results of the various LMS regressions with one another. For this purpose the regression coefficient a7/ of the function [Pg.345]


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