Abstract

The research performed parametric survival analysis of Tuberculosis (TB) data (covering 2010 to 2016) collected from the Federal Medical Centre, Bida, Niger State, Nigeria. Three parametric survival models (Exponential, Weibull and Log-logistic) were fitted. The outcome variable was time to recovery from TB infection and four covariates being age, gender, TB type and occupation were involved. Models were estimated by maximum likelihood method and model selection criterion used was the Akaike Information Criterion (AIC). The exponential and log-logistic models found all covariates statistically insignificant while Weibull found all covariates but TB type significant at 5% level. Based on AIC, Weibull model with AIC of 163.5731 performed best, followed by log-logistic model with AIC of 191.419 and exponential model performed worst, with AIC of 517.9652. The best of fitted models being Weibull suggested that older patients had higher hazards than younger ones, older patients hence, had lower survival times, holding other covariates constant. That is, the older the TB patient, the lower was the time to recovery from TB. Males had higher hazards and hence, lower survival times compared to females. That is, male TB patients recovered faster than the females. Pulmonary TB patients had lower (insignificant) hazards and hence, higher survival times than Respiratory TB patients. TB patients on technical occupation had lower hazards than others and hence, had higher survival times than those whose occupations were considered not technical. The research concluded that age, gender and occupation were the major determinants of recovery period of TB patients. It was recommended that the Management of Federal Medical Centre, Bida, and other organizations involved in TB management could make use of the Weibull model to fit and predict both the survival and hazard rates of TB patients.

Highlights

  • Survival analysis is the analysis of time-to-event data

  • The main objective of this research is to model TB data using three parametric survival models: Exponential, Weibull and Log-logistic, with a view to selecting the best based on an information criterion

  • The data consisted of 259 registered TB patients treated between January 2010 to December 2016 at the Federal Medical Centre, Bida

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Summary

Introduction

Survival analysis is the analysis of time-to-event data. Survival analysis methods are usually used to analyze data when major interest is time to occurrence of an event. Such event may be death, recovery, employment, marriage and so on. Survival models fall into parametric, non-parametric and semi-parametric schools of thought. The differences in the classes of models lie mainly in assumptions made regarding the distribution of the survival time (Kleinbaum & Klein, 2012). Kaplan Meier estimator readily comes to mind when discussing nonparametric approach. It has the shortcoming of being able to handle only one variable at a time. Cox proportional hazards model is an example of semi-parametric model

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