Cira Etheowalda Guevara Otiniano

Associate Professor

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 ·        PhD in Applied Mathematics (2006) and Master in Mathematics (1997) from the University of Brasilia (UnB/Brazil), and Bachelor of Science in Mathematics (1994) from the National University of Trujillo (UNT/Peru).

 ·        Full-time 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 stochastic processes, extreme value theory, and copula theory.

·        My ORCID

·        Lattes (CV in Portuguese)

 

Selected Papers (2018-2021)

  

1. CORDEIRO, S. S.; OTINIANO, C.E.G.. Modelos Bivariados de eventos extremos no DF. SODEBRÁS, v.16, p.7-12, 2020

2. OTINIANO, C. E. G.; CRUVINEL, E. C.; LIMA, C. H.. Non linear discriminant based on mixture of distributions: an application in return time of heterogeneous maximum flows observed in the Paranapanema river basin-Brazil. SELECCIONES MATEMATICAS, v.2, p.242-., 2020

3.  OTINIANO, C. E. G.; DE MORAIS, T. C.; GONÇALVES, C. R.; LEVICOY, C. E.. MMK for heterogeneous data: identifiability, estimation and application. COMPUTATIONAL AND APPLIED MATHEMATICS, v.38, p.118-136, 2019 

4.  OTINIANO, CIRA E. G.; PAIVA, BIANCA S. DE; MARTINS NETOB, DANIELE S. B.. The transmuted GEV distribution: properties and application. Communications for Statistical Applications and Methods, v.26, p.239-259, 2019

5. SILVA, C. A.; OTINIANO, C. E. G.; NAKANO, E. Y.. Discrete Weibull regression model with cure fraction in survival data. SELECCIONES MATEMÁTICAS, v.06(01), p.84-97, 2019

6.  G. OTINIANO, CIRA; MALUF, YURI. Random variable functions used in hydrology. Selecciones Matemáticas, v.6, p.178-188, 2019

7.  GONÇALVES, CÁTIA R.; OTINIANO, CIRA E. G.; CRUVINEL, EVELYN C.. Estimation of a nonlinear discriminant function from a mixture of two GEV distributions. JOURNAL OF STATISTICAL COMPUTATION AND SIMULATION, v.88, p.1147-1171, 2018 

8. Sousa, T.; OTINIANO, CIRA E. G.; LOPES, S. R. C.. A note about the delta-moment in ARMA-APARCH models with stable conditional distributions and GEV.. SELECCIONES MATEMÁTICAS, v.05, p.7-16, 2018