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Bayesian and Classical Approaches for Hypotheses Testing in Trisomies
Authors:Gustavo H. M. A. Rocha  Rosangela H. Loschi  Glaura C. Franco
Affiliation:1. Department of Statistics , Federal University of Minas Gerais , Belo Horizonte, Brazil loschi@est.ufmg.br;3. Department of Statistics , Federal University of Minas Gerais , Belo Horizonte, Brazil
Abstract:We introduce classical approaches for testing hypotheses on the meiosis I non disjunction fraction in trisomies, such as the likelihood-ratio, bootstrap, and Monte Carlo procedures. To calculate the p-values for the bootstrap and Monte Carlo procedures, different transformations in the data are considered. Bootstrap confidence intervals are also used as a tool to perform hypotheses tests. A Monte Carlo study is carried out to compare the proposed test procedures with two Bayesian ones: Jeffreys and Pereira-Stern tests. The results show that the likelihood-ratio and the Bayesian tests present the best performance. Down syndrome data are analyzed to illustrate the procedures.
Keywords:Bayes factor  Bootstrap  Full Bayesian significance test  Maximum likelihood estimates  Monte Carlo  Multinomial distribution  Non disjunction  Trisomy
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