Bayesian estimation of stress strength reliability P[X>Y] of Lomax and exponential distribution based on right censored sample
Author(s): Neethu Jacob and ES Jeevanand
Abstract: The present paper is concerned with the estimation of stress strength reliability R=P[X>Y] when X and Y are the random variables following Lomax and Exponential Distribution based on right censored sample. The main aim of this article is to estimate the Maximum Likelihood estimates of R and Bayesian Estimates of R under Squared Error Loss function, Linex Loss function and Entropy Loss function. Finally the performance of the estimators are evaluated by simulation study.
Neethu Jacob, ES Jeevanand. Bayesian estimation of stress strength reliability P[X>Y] of Lomax and exponential distribution based on right censored sample. Int J Stat Appl Math 2021;6(2):27-30. DOI: 10.22271/maths.2021.v6.i2a.660
