Bernardo Borba de Andrade

Associate Professor

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 ·        PhD in Statistics (2007) and Master in Statistics (2004) from the University of Minnesota (USA), and Bachelor of Science in Statistics (2001) from the University of Brasília (UnB/Brazil).

 ·        Associate professor at the Department of Statistics, University of Brasília/UnB (Brazil), and member of the Graduate Program in Statistics (UnB/Brazil).

·        Primary research areas in linear generalized models, efficient frontier models,  and statistical inference.

·        My ORCID

·        Lattes (CV in Portuguese)

 

Selected Papers (2018-2021)

  

1.  LEE HO, L.; ANDRADE, B.B.; PEREIRA, M. B.; FERNANDES, F. H.. Monitoring count data with Shewhart control charts based on the Touchard model. QUALITY AND RELIABILITY ENGINEERING INTERNATIONAL, v.37, p.1875-1893, 2021 

2.  ANDRADE, B.B.; NASCIMENTO, A. R.; RATHIE, P. N.. Parametric and nonparametric inference for the reliability of copula based stress strength models. QUALITY AND RELIABILITY ENGINEERING INTERNATIONAL, v.36, p.2249-2267, 2020 

3.  ANDRADE, B.B.; SOUZA, G. S. E.. THE EM ALGORITHM FOR STANDARD STOCHASTIC FRONTIER MODELS. PESQUISA OPERACIONAL (ONLINE), v.39, p.361-378, 2019 

4. VASCONCELOS, A. G. P.; ANDRADE, J. M. L.; ANDRADE, B.B.; GRATTAPAGLIA, D.; LIMA, B. M.. Aplicação de Modelos Mistos e SVM em Seleção Genômica de árvores de Eucalipto. SIGMAE, v.8, p.532-553, 2019

5.  ANDRADE, B.B.; SOUZA, G. S. E.. Likelihood computation in the normal-gamma stochastic frontier model. COMPUTATIONAL STATISTICS, v.33, p.967-982, 2018 

6.  Matsushita, Raul; PIANTO, D.; ANDRADE, B.B.; CANCADO, A. L. F.; SILVA, E. S. B.. The Touchard distribution. COMMUNICATIONS IN STATISTICS-THEORY AND METHODS, v.48, p.2049-2059, 2018 

7.  PEREIRA, A. G. C.; CAMPOS, V. S. M.; ANDRADE, B.B.. Higher order Markov Chain Model for Synthetic Generation of Daily Streamflows. TEMA. Tendências em Matemática Aplicada e Computacional, v.19, p.449-., 2018

8.  DE ANDRADE, BERNARDO BORBA; ANDRADE, JOANLISE MARCO DE LEON. Some results for maximum likelihood estimation of adjusted relative risks. COMMUNICATIONS IN STATISTICS-THEORY AND METHODS, v.47, p.5750-5769, 2018