In some recent articles, emphasis has been given to the partition of the Goodman-Kruskal’s tau index using orthogonal polynomials for the study of the non symmetrical relations in three-way contingency tables. New graphical techniques that consider such a partition and allow for the analysis of asymmetric relationships have been proposed, including three-way ordinal non symmetrical correspondence analysis (Simonetti, 2003). Such a procedure takes into account the presence of an ordinal predictor and response variables. In this paper we demonstrate the applicability of such a technique for the patient satisfaction evaluation.
Three-way ordinal non symmetrical correspondence analysis for the evaluation of the patient satisfaction / Beh, E.; Simonetti, B.; D'Ambra, Luigi. - In: STATISTICA & APPLICAZIONI. - ISSN 1824-6672. - STAMPA. - 34:(2005), pp. 21-28.
Three-way ordinal non symmetrical correspondence analysis for the evaluation of the patient satisfaction
D'AMBRA, LUIGI
2005
Abstract
In some recent articles, emphasis has been given to the partition of the Goodman-Kruskal’s tau index using orthogonal polynomials for the study of the non symmetrical relations in three-way contingency tables. New graphical techniques that consider such a partition and allow for the analysis of asymmetric relationships have been proposed, including three-way ordinal non symmetrical correspondence analysis (Simonetti, 2003). Such a procedure takes into account the presence of an ordinal predictor and response variables. In this paper we demonstrate the applicability of such a technique for the patient satisfaction evaluation.File | Dimensione | Formato | |
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