Foreword
Introduction
Scope
Normative references
Terms and definitions
Overview of the different approaches
Amount of data
Data comparisons
Comparison of arithmetic means of two independently obtained sets of data
Comparison of population and sample arithmetic means
Analysis of variance
Determination of the equivalence of analytical results obtained from samples from different matrices
General
Determination of the equivalence of the analytical results of real samples using orthogonal regression
Single/replicated determinations
Working range
Orthogonal regression
Test for systematic deviations
General
Test for proportionally systematic deviations
Test for constant-systematic deviations
Evaluation according to the difference method
Formation of the differences
Determination of equivalence (paired t-test)
Reporting
Statistical tables (informative)
Example of a comparison of arithmetic means of two independently obtained sets of data (informative)
Example of a comparison of population and sample arithmetic means (informative)
Example of an analysis of variance (informative)
Examples of a comparison of results from samples of different matrices (informative)
Introduction
Orthogonal regression
Example
Outliers
Orthogonal regression
Difference method
Difference method where concentration levels may be different
Example
Outliers
Paired t-test
Difference method where concentration levels are similar
Illustrative examples of graphic plots (informative)
Schematic diagrams (informative)
Bibliography