Passing-Bablok is often the first regression you run in a method comparison study. It makes no distributional assumptions, is inherently resistant to outliers, and doesn’t require you to know the precision ratio between methods — which means it works when the other regressions might not. But the slope and intercept are only useful if the linear model actually holds across the range. If it doesn’t, the bias estimate is misleading and any conclusions drawn from it are unreliable.
Analyse-it implements both the original 1983 and the extended 1988 Passing-Bablok methods, with CUSUM linearity testing built into the same analysis so you know immediately whether the linear assumption holds. When it doesn’t, partition the measuring range and fit separate regressions rather than forcing a single line across a nonlinear relationship.
See Passing-Bablok regression results in detail — scatter plots, bias at decision points, and CUSUM linearity testing — using CLSI example datasets you can download and follow along with.
EP09-A3 — Appendix IPassing-Bablok is one of five regression methods in the method comparison analysis. For a parametric approach, see Deming and Weighted Deming regression. To see the distribution of differences and limits of agreement, see Bland-Altman.