Para aparecer:

1. MORITA, L. H. M. ; TOMAZELLA, V. L. D. ; RAMOS, PEDRO L. ; LOUZADA, F. ; SILVA, P. H. F. . The random deterioration rate model with measurement error based on the inverse Gaussian distribution. Brazilian Journal of Probability and Statistics , 2020

2. J. S.;SAULO, H. ; ; LEIVA, V. ; LEAO, VILA, R; TOMAZELLA, V. L. D. . A bivariate fatigue-life regression model and its application to fracture of metallic tools. Brazilian Journal of Probability and Statistics, 2020.

3. POLLO, M. ; TOMAZELLA, V. L. D. ; RAMOS, P. ; EHLERS, R. S; LOUZADA NETO, F. Bayesian Non-Parametric Frailty Model for Dependent Competing Risks in a Repairable Systems Framework. RELIABILITY ENGINEERING & SYSTEM SAFETY. 2020.

Artigos completos publicados:

2020:

1. TOMAZELLA, V. L. D.; NADARAJAH, S. ; LOUZADA NETO, F. ; RAMOS, P. ; JESUS, S. R. . Reference Bayesian analysis for the generalized lognormal distribution with application to survival data. Statistics and Its Interface , v. 13, p. 139-149, 2020.

2. FERREIRA, PAULO H. ; RAMOS, EDUARDO ; RAMOS, PEDRO L. ; GONZALES, JHON F.B. ; TOMAZELLA, VERA L.D. ; EHLERS, RICARDO S. ; SILVA, EVELINY B. ; LOUZADA, FRANCISCO . Objective Bayesian analysis for the Lomax distribution. STATISTICS & PROBABILITY LETTERS , v. 159, p. 108677, 2020.

3. LOUZADA, FRANCISCO ; ALEGRIA, LUIS F.A. ; COLOMBO, DANILO ; MARTINS, DAVID E.A. ; SANTOS, HUGO F.L. ; CUMINATO, JOSE A. ; RODRIGUEZ, OSCAR M.H. ; TOMAZELLA, VERA L.D. ; FERREIRA, PAULO H. ; RAMOS, PEDRO L. ; NIAKI, SEYED R.A. ; GONZATTO, OILSON A. ; PERISSINI, IVAN C. . A Repairable System Subjected to Hierarchical Competing Risks: Modeling and Applications. IEEE Access , v. 7, p. 171707-171723, 2020.

2019:

1. TOMAZELLA, VERA; PEREIRA, GUSTAVO H.A. ; NOBRE, JUVÊNCIO S. ; SANTOS-NETO, MANOEL . Zero-adjusted reparameterized Birnbaum-Saunders regression model. STATISTICS & PROBABILITY LETTERS , v. 149, p. 142-145, 2019.

2. SAULO, H. ; LEAO, J. S. ; TOMAZELLA, V. L. D. ; LEIVA, V. ; VILA, R. . On a bivariate Birnbaum-Saunders distribution parameterized by its means: features, reliability analysis and application.. COMMUNICATIONS IN STATISTICS-THEORY AND METHODS , v. 1, p. 1-25, 2019.

3. RAMOS, P. ; POLLO, M. ; TOMAZELLA, V. L. D. ; LOUZADA NETO, F. . Improved Bayes estimators and prediction for the Wilson-Hilferty distribution. ANAIS DA ACADEMIA BRASILEIRA DE CIÊNCIAS (ONLINE) , v. 91, p. 1-19, 2019.

4. TOMAZELLA, V. L. D.; CALSAVARA, V. F. ; MILANI, E. A. ; BERTOLLI, E. . Long-term frailty modeling using a non-proportional hazards model: Application with a melanoma dataset. STATISTICAL METHODS IN MEDICAL RESEARCH , v. 6, p. 1-19, 2019.

5. CALSAVARA, VINICIUS F. ; RODRIGUES, AGATHA S. ; ROCHA, RICARDO ; LOUZADA, FRANCISCO ; TOMAZELLA, VERA ; SOUZA, ANA C. R. L. A. ; COSTA, RAFAELA A. ; FRANCISCO, ROSSANA P. V. . Zero-adjusted defective regression models for modeling lifetime data. JOURNAL OF APPLIED STATISTICS , v. 1, p. 1-26, 2019.

6. CALSAVARA, VINICIUS F. ; RODRIGUES, AGATHA S. ; ROCHA, RICARDO ; TOMAZELLA, VERA ; LOUZADA, FRANCISCO . Defective regression models for cure rate modeling with interval-censored data. BIOMETRICAL JOURNAL , v. 61, p. 841-859, 2019.

7. SCUDILIO, JULIANA ; CALSAVARA, VINICIUS F. ; ROCHA, RICARDO ; LOUZADA, FRANCISCO ; TOMAZELLA, VERA ; RODRIGUES, AGATHA S. . Defective models induced by gamma frailty term for survival data with cured fraction. JOURNAL OF APPLIED STATISTICS , v. 46, p. 484-507, 2019.

2018-2017

1. TOMAZELLA, V. L. D.; LEIVA, V. ; LEAO, J. S. ; SAULO, H. . A survival model with Birnbaum-Saunders frailty for uncensored and censored cancer data. Brazilian Journal of Probability and Statistics , v. 32, p. 707-729, 2018.

2. TOMAZELLA, VERA; ROCHA, RICARDO ; EUDES, A. M. ; LOUZADA NETO, F. . Negative Binomial Kumaraswamy-G Cure Rate Regression Model. Journal of Risk and Financial Management, v. 11, p. 6-14, 2018.

3. SANTOS, C. A. ; GRANZOTTO, D. ; LOUZADA NETO, F. ; TOMAZELLA Vera L. D. . The Hazard of Time Up to First Calving of Polled Tabapua Race: An Application by Using a Subjective Bayesian Analysis. Journal of Risk and Financial Management, v. 1, p. 11-13, 2018.

4. LEAO, J. S. ; TOMAZELLA, V. L. D. ; LEIVA, V. ; SAULO, H. . Incorporation of frailties into a cure rate regression model and its diagnostics and application to melanoma data. STATISTICS IN MEDICINE , p. 1-20, 2018.

5. TOMAZELLA, VERA LUCIA DAMASCENO; MILANI, EDER ÂNGELO ; DIAS, TERESA CRISTINA MARTINS . GOMPERTZ REGRESSION MODEL WITH GAMMA FRAILTY: A STUDY ON THE APPLICATION IN LUNG CANCER. REVISTA BRASILEIRA DE BIOMETRIA, v. 36, p. 860, 2018.

6. TOMAZELLA, V. L. D. ; LEAO, J. S.; BALAKRISHNAN, N . Estimation for a family of skew scale-mixture distributions. CHILEAN JOURNAL OF STATISTICS, v. 8, p. 45-64, 2017.

7. LEÃO, J. ; LEIVA, V. ; SAULO, H ; TOMAZELLA, V. L. D.. Birnbaum-Saunders frailty regression models: Diagnostics and application to leukemia data, Biometrical Journal (1977), v. 59, p. 291-314, 2017.

8. TOMAZELLA, V. L. D.; EUDES, A. M.; FEITOSA, C. C. ;VIEIRA, A. M. C.. Frailty Modeling for Repairable Systems with Minimum Repair: An Application to Dump Truck Data of a Brazilian Mining Company. Journal of Mathematics and Statistical Science, v. 3, p. 168-178, 2017..

9.ROCHA, RICARDO ; NADARAJAH, SARALEES.; TOMAZELLA, V. L. D. ; LOUZADA-NETO, FRANCISCO . A new class of defective models based on the Marshall-Olkin family of distributions for cure rate modeling. Computational Statistics & Data Analysis (Print), v. 107, p. 48-63, 2017.

10. GRANZOTTO, D ; TOMAZELLA, V. L. D. ; LOUZADA-NETO, FRANCISCO . Objective Bayesian Snalysis for the Complementary Exponential Geometric Model Applied to Cancer Data. INTERNATIONAL JOURNAL OF STATISTICS AND PROBABILITY, v. 6, p. 122, 2017.

11. TOMAZELLA, V. L. D. ; EHLERS, R. S.; GUSMAO, F. R. S.. Bayesian Estimation of the Kumaraswamy Inverse Weibull Distribution. JOURNAL OF STATISTICAL THEORY AND APPLICATIONS, v. 16, p. 248-260, 2017..

2016 - 2013

1. MORITA, LIA HANNA MARTINS ; TOMAZELLA, V. L. D. ; LOUZADA-NETO, FRANCISCO. . Accelerated lifetime modelling with frailty in a non-homogeneous Poisson Process for analysis of recurrent events data. Quality Technology & Quantitative Management (Print), v. 15, p. 1-21, 2016..

2. CALSAVARA, VINICIUS FERNANDO ; RODRIGUES, AGATHA SACRAMENTO; TOMAZELLA, V. L. D.; DE CASTRO DE ANDRADE FILHO, MÁRIO. Frailty models power variance function (PVF) with cure fraction and latent risk factors negative binomial. COMMUNICATIONS IN STATISTICS-THEORY AND METHODS., v. 1, p. 1-14, 2016.

1. NADARAJHA, S. ; TOMAZELLA, V. L. D. . Estimation of parameters in Laplace and log-Laplace distributions with grouped data. Brazilian Journal of Probability and Statistics, v. 29, p. 677-694, 2015.

2. Rocha, R., Nadarajah, S., Tomazella, V. L. D., Louzada, F., & Eudes, A. (2015). New defective models based on the Kumaraswamy family of distributions with application to cancer data sets. Statistical Methods in Medical Research, 0(0), 1–23.

3. NADARAJAH, S.; TOMAZELLA, V. L. D. ; ROCHA, R., LOUZADA NETO, F. Two new defective distributions based on the Marshall-Olkin extension. Lifetime Data Analysis, 2015.

4. TOMAZELLA, V. L. D. ; MILANI, E. A. ; DIAS, T. C. M. ; LOUZADA NETO, F. . The generalized time-dependent logistic frailty model: an application to a population-based prospective study of incident cases of lung cancer diagnosed in Northern Ireland. Brazilian Journal of Probability and Statistics, 2015.

1. ROCHA, F. R. ; TOMAZELLA, V. L. D. ; LOUZADA NETO. . Inferência Clássica e Bayesiana para o modelo de fração de cura Gompertz Defeituosos. Revista Brasileira de Biometria. v.32, n.1, 2014.

2. MILANI, Eder Angelo ; TOMAZELLA, Vera Lúcia Damasceno ; DINIZ, C. A. R. . Generalized time-dependent complement log-log model. Chilean Journal of Statistics, v. 5, p. 29-44, 2014.

1. LOUZADA, FRANCISCO ; CASTRO, MÁRIO DE ; TOMAZELLA, V. L. D. ; GONZALES, JHON F.B. . Modeling categorical covariates for lifetime data in the presence of cure fraction by Bayesian partition structures. Journal of Applied Statistics, v. 40, p. 1-13, 2013.

2. TOMAZELLA, V. L. D. ; MILANI, E. A. ; DIAS, T. C. M. . ESTIMAÇÃO BAYESIANA OBJETIVA DO MODELO DE REGRESSÃO DE FEIGL E ZELEN. Revista de Matemática e Estatística (Impresso) (Cessou em 2004. Cont. ISSN 1980-4245 Revista de Matemática e Estatística (Online)), v. 31, p. 31-42, 2013.

3. EUDES, A. M. ; CALSAVARA, V. F. ; TOMAZELLA, V. L. D. . Modelagem de sobrevivência com fração de cura para dados de tempo de vida Weibull modificada. Revista de Matemática e Estatística (Impresso) (Cessou em 2004. Cont. ISSN 1980-4245 Revista de Matemática e Estatística (Online)), v. 30, p. 326, 2013.

4. TOMAZELLA, V. L. D. ; GONZALES, J. F. B. ; TACONELI, J. P. . Estimação paramétrica do modelo de mistura com fragilidade gama na presença de covariáveis. Revista Brasileira de Biometria, v. 31, p. 233, 2013.

5. Tomazella, Vera L. D. ; FOGO, J. C. ; CALSAVARA, V. F. . The effect of frailty term in the standard mixture model. The Chilean Journal of Statistics, v. 4, p. 95-109, 2013.

6. Tomazella, Vera L. D. ; LOUZADA NETO, F. ; CANCHO, V. G. . Bayesian reference analysis for the Poisson-exponential lifetime distribution. Chilean Journal of Statistics, v. 4, p. 99-113, 2013.

2012 - 2010:

1. TOMAZELLA, V. L. D. ; GOUVEA, G. D. ; SCALON, J. D. . Estimação Bayesiana das fragilidades individuais de pacientes com insuficiência renal crônica da cidade de Lavras-MG. Revista Brasileira de Biometria, v. 29, p. 534-548, 2012.

2. Tomazella, Vera L. D. ; ACHAR, J. A. ; MOALA, F. A. . Bayesian estimation of Generalized exponential distribution under noninformative priors. AIP Conference Proceedings, v. 1490, p. 230, 2012.

3. TOMAZELLA, V. L. D. ; FOGO, J. C. ; CALSAVARA, V. F. . FAMILY GENERALIZED MODIFIED WEIBULL FOR ANALYZING LONG-TERM SURVIVAL DATA. Advances and Applications in Statistics, v. 23, p. 59-76, 2011.

4. TOMAZELLA, V. L. D. ; LOUZADA NETO, F. . REGRESSION MODELS FOR POISSON DATA BASED ON ACCELERATED LIFETIME. Journal of Applied Statistical Science, v. 18, p. 345-355, 2011.

5. Bernardo, José Miguel ; TOMAZELLA, V. L. D. . Objective Bayesian reference analysis for the Poisson process model in presence of recurrent events data. Test (Madrid), p. 1-18, 2010.

6. de Castro, Mário ; TOMAZELLA, V. L. D. . Does reference prior alleviate the incidental parameter problem?. Revista Brasileira de Probabilidade e Estatística, v. 24, p. 509-512, 2010.

2009 - 2008:

1. Moala, Fernando Antonio ; Rodrigues, Josemar ; Tomazella, Vera Lucia . A Note on the Prior Distributions of Weibull Parameters for the Reliability Function. Communications in Statistics. Theory and Methods, v. 38, p. 1041-1054, 2009.

2. TOMAZELLA, V. L. D. ; MARTINS, C. B. . Modelos de risco multiplicativos e aditivos para analisar dados de sobrevivência: Uma abordagem paramétrica. Revista Brasileira de Estatística, v. 69, p. 51-62, 2008.

3. TOMAZELLA, V. L. D. ; MARTINS, C. B. ; BERNARDO, J. M. . Inference on the Univariate Frailty Model: A Bayesian Reference Analysis Approach. AIP Conference Proceedings, v. 1073, p. 340-347, 2008.

2007 - 2006:

1. LOUZADA NETO, F. ; TOMAZELLA, V. L. D. ; Andrade M.G. F. . Bayesian modelling for recurrent lifetime data with a non homogeneous Poisson process with a frailty term with a gamma or inverse Gaussian Distribution. Journal of Applied Statistical Science, v. 15, p. 413-424, 2007.

2. TOMAZELLA, V. L. D. ; LOUZADA NETO, F. ; SILVA, G. L. . Bayesian modelling of recurrent events data with an additive gamma frailty distribution and a homogeneous poisson process. Journal of Statistical Theory and Applications, v. 5, p. 417-429, 2006.

3. ACHCAR, J. A. ; TOMAZELLA, V. L. D. ; SAITO, M. Y. . Lifetime Interval-Censored Data. Journal of Applied Statistical Science, v. 0001, p. 000-001, 2006.

2005 - 2001:

1. TOMAZELLA, V. L. D. ; ACHCAR, J. A. ; PEREREIRA, W. S. . Superposition of dependent non-homogeneous Poisson Processes in the presence of Covariates. Journal of Statistical theory and Aplication, Estados Unidos, v. 4, n.01, p. 23-40, 2005.

2. TOMAZELLA, V. L. D. ; LOUZADA NETO, F. ; Andrade M.G. F. . Bayesian Modeling for Multivariate Lifetime Data with a Homogeneous Poisson Process with a Frailty Term. Brazilian Journal of Probability and Statistics, v. 18, p. 19-35, 2004.

3. TOMAZELLA, V. L. D. ; LOUZADA NETO, F. ; Andrade M.G. F. . Bayesian Approach for Lifetime Data With a Frailty Term. Cadernos de Computação, ICMC-USP, v. 03, p. 53-66, 2002.

4. TOMAZELLA, V. L. D. ; FOGO, J. C. . Uma Reparametrização para a Função de Confiabilidade Considerando o Modelo Valor Extremo com Dados de Tempo de Vida Acelerado. Revista de Matemática e Estatística, v. 19, p. 85-101, 2001.

5. TOMAZELLA, V. L. D. ; FOGO, J. C. . Efeito de Reparametrização em Inferência Bayesiana para um Modelo de Regressão Exponencial. Revista de Matemática e Estatística, v. 19, p. 145-158, 2001.

1996 - 1993:

1. TOMAZELLA, V. L. D. ; ACHCAR, J. A. . Extreme Value Regression Models: An Useful Reparametrization For the survival Function.. Journal of Applied Statistics, v. 23, n.1, p. 59-68, 1996. Citações:1

2. TOMAZELLA, V. L. D. ; ACHCAR, J. A. . A Useful Reparametrization for the Survival Function Considering an Exponencial Regression Model. Journal of the Chilean Statistical Society, v. 10, p. 1-61, 1993.

Capítulos de livros publicados:

1. BERNARDO, J. M. ; TOMAZELLA, V. L. D. . Objective Bayesian Inference with Aplications. In: Ming-Hui Chen, Dipak K. Dey, Peter Müller, Doungchu Sun, Keying Ye. (Org.). Fronteirs of Statistical Decision Making and Bayesian Analysis. 01ed.New York: Springer, 2010, v. 01, p. 31-68.

2. TOMAZELLA, V. L. D. ; Mario de Castro ; GONZALES, J. F. B.. Bayesian Partition for Variable Selection in the Power Series Cure Rate Model. Interdisciplinary Bayesian Statistics. Volume 118 of the series Springer Proceedings in Mathematics & Statistics pp 311-321.