Test di permutazione multidimensionali per misure ripetute: applicazioni alle curve di crescita tumorali in modelli animali

Authors

  • F. Barzi Consorzio Mario Negri Sud
  • Giorgio Celant Università degli Studi di Padova
  • Augusto Di Castelnuovo Consorzio Mario Negri Sud
  • Fortunato Pesarin Università degli Studi di Padova
  • A. Poggi Consorzio Mario Negri Sud
  • C. Rossi Consorzio Mario Negri Sud
  • Luigi Salmaso Università degli Studi di Padova

DOI:

https://doi.org/10.6092/issn.1973-2201/1191

Abstract

This paper deals with an application of non parametric multivariate permutation methods (Pesarin, 1992, 1997, 1999) for the comparison of cancer growth patterns in animal models. The analyzed data come from an experiment whose purpose consists of revealing the anticancer activity of a new taxol synthetic drug. We are interested in testing if the growth inhibition effect due to treatment is statistically significant. To compare treated with untreated growths we face some multivariate testing problems related with repeated measures. A parametric approach for the solution of these hypotheses testing problems is not possible because in our case the number of observed units is less then the number of repeated measures.

How to Cite

Barzi, F., Celant, G., Di Castelnuovo, A., Pesarin, F., Poggi, A., Rossi, C., & Salmaso, L. (2001). Test di permutazione multidimensionali per misure ripetute: applicazioni alle curve di crescita tumorali in modelli animali. Statistica, 61(3), 533–543. https://doi.org/10.6092/issn.1973-2201/1191

Issue

Section

Articles