Page 212 - Six Sigma Demystified
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192        Six SigMa  DemystifieD

                        Interpretation

                        The end result of the affinity process is a collection of problems grouped by
                        main ideas. These main ideas, represented by the header cards, may provide key
                        drivers that need to be addressed for achievement of the goal.
                          It’s important to remember that the affinity diagram uses only subjective
                        opinions of issues. As with any of these types of tools, we can use the tool to
                        gain focus, but we then must substantiate these ideas with objective evidence
                        using properly analyzed data.
                          These issues may be further developed in other tools, such as a prioritization
                        matrix.



                 ANOVA



                        ANOVA, the acronym for the analysis of variance, is a tabular presentation of
                        the sum-of-squares (SS) variance attributed to a source, the sum of squares at-
                        tributed to error, and the total sum of squares from the data. F statistics on the
                        significance of the source relative to the error are included.

                        When to Use


                        Measure Stage
                          •	 To isolate sources of measurement error, particularly when Repeatability
                             and Reproducibility (R&R) studies cannot be done (such as in destructive
                             testing).

                        Analyze Stage
                          •	 To look for differences between subsets of data as a source of variation in
                             a process
                          •	 To investigate statistical significance of a regression model to uncover
                             potential process drivers

                        Methodology

                        ANOVA provides a means of comparing the variation within each subset of
                        data to the variation between the different subsets of data. The between-subset
                        variation is a reflection of the possible differences between the subset averages.
                        The within-subset variation, for each subset, is a reflection of the inherent
                        variation observed when sampling from the subset repeatedly.
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