Use of partial censored regression models: A survival data application

Authors

  • Hermilson Velásquez Ceballos Universidad EAFIT
  • Héctor Javier Herrera Mejía Universidad EAFIT
  • Jorge Iván Jiménez Gómez Universidad EAFIT

Keywords:

Survival, Semi-Parametric Model, Accelerated Failure Time, Proportional Risk, Spline Curves, Partial Censored Regression, Model

Abstract

A central aspect in research in several scientific fields, such as engineering, medicine and economy, is the construction of models that adequately represent the data generating process for a temporal variable that gathers information regarding reliability, survival or duration. The present work was based in a methodology that extends the traditional regression models used by Cox and Stute in survival analysis, including in their specification the effect of a temporal covariable. The analysis is non-parametrically gathered. The relevant aspect of this work is the form in which the temporal variable effect on the survival variable is treated.
Furthermore, the results from Cox and Stute and the Accelerated Failure Time (AFT) model become particular cases of the partial censored regression model.

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Author Biographies

  • Hermilson Velásquez Ceballos, Universidad EAFIT
    Doctor en Ciencias Matemáticas,
    Universidad Politécnica de Valencia, Valencia, España.
  • Héctor Javier Herrera Mejía, Universidad EAFIT
    Matemático, Universidad de Antioquia. Magíster en Matemáticas Aplicadas, Universidad EAFIT.
  • Jorge Iván Jiménez Gómez, Universidad EAFIT
    Matemático, Universidad de Antioquia. Magíster en Matemáticas Aplicadas, Universidad EAFIT.

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Published

2012-05-28

Issue

Section

Artículos

How to Cite

Velásquez Ceballos, H., Herrera Mejía, H. J., & Jiménez Gómez, J. I. (2012). Use of partial censored regression models: A survival data application. Revista Universidad EAFIT, 46(157), 11-18. https://publicaciones.eafit.edu.co/index.php/revista-universidad-eafit/article/view/719