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1 Laboratorium voor Analytische Chemie Universiteit Gent Harelbekestraat 72 9000 Gent, Belgium
aAuthor for correspondence. Fax 32-9-264-81-98; e-mail Linda.thienpont@rug.ac.be.
To the Editor:
Current guidelines for the combined graphical/statistical interpretation of method-comparison studies (1) include a scatter plot combined with correlation and regression analysis (2) and/or a difference plot combined with calculation of the 2s limits of the differences between the methods (the so-called 95% limits of agreement) (3)(4). The former approach has a long tradition in clinical chemistry, and its advantages and pitfalls are well known (5). The latter approach, however, which was deemed "simple both to do and to interpret" and was propagated as a substitute for regression analysis (4)(5), became available only in recent years and has increased in popularity. The general features of the BlandAltman plot have been well described (4) (see also Fig. 1A
). The x axis shows the mean of the results of the two methods ([A + B]/2), whereas the y axis represents the absolute difference between the two methods ([B - A]). When the standard deviation increases with concentration, Bland and Altman recommend a logarithmic y scale, whereas others propose a percent y scale (6). Although generally there is not much difference in effect between using percentages and using a log transformation of the data, we prefer the percent plot (except when data extend over several orders of magnitude) because numbers can be read directly from the plot without the need for back-transformation. Additionally, the plot includes the line for the mean difference
Acknowledgments
References
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