Palestras e Seminários

22/03/2019

14:00

auditório Luiz Antonio Favari (Sala 4-111)

Palestrante: Diego I. Gallardo Mateluna

Responsável: Ricardo Sandes Ehlers (Este endereço de email está sendo protegido de spambots. Você precisa do JavaScript ativado para vê-lo.)

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Abstract: Models for dealing with survival data in the presence of a cured fraction of individuals have attracted the attention of many researchers and practitioners in recent years. In this paper, we propose a cure rate model under the competing risks scenario. For the number of causes that can lead to the event of interest, we assume the polylogarithm distribution. The model is flexible in the sense it encompasses some well known models, which can be tested using large sample test statistics applied to nested models. Maximum likelihood estimation based on the EM algorithm and hypotheses testing are investigated. Results of simulation studies designed to gauge the performance of the estimation method and of two test statistics are reported.

The methodology is applied in the analysis of a data set.

* Joint work with
Yolanda M. Gómez. Departamento de matemáticas, Universidad de Atacama, Chile.
Mário de Castro. Instituto de Ciências matemáticas e de Computação, USP-Campus São Carlos, Brazil.

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