Lindley distribution and its application
Mathematics and Computers in Simulation
Zero-truncated Poisson-Lindley distribution and its application
Mathematics and Computers in Simulation
Base SAS 9.2 Procedures Guide: Statistical Procedures
Base SAS 9.2 Procedures Guide: Statistical Procedures
Mathematics and Computers in Simulation
Load-sharing system model and its application to the real data set
Mathematics and Computers in Simulation
Hi-index | 0.01 |
Abstract: Competing risks data usually arises in studies in which the death or failure of an individual or an item may be classified into one of k=2 mutually exclusive causes. In this paper a simple competing risks distribution is proposed as a possible alternative to the Exponential or Weibull distributions usually considered in lifetime data analysis. We consider the case when the competing risks have a Lindley distribution. Also, we assume that the competing events are uncorrelated and that each subject can experience only one type of event at any particular time.