Statistical inference of stress-strength reliability for the exponential power (EP) distribution based on progressive type-II censored samples
Pages : 239-253
View : 18 | Download : 6
Publication Date : 2017-04-01
Article Type : Research
Abstract :Suppose that X represents the stress which is applied to a component and Y is strength of this component. Let X and Y have Exponential Power (EP) distribution with $(\alpha_1,\beta_1)$ and $(\alpha_2,\beta_2)$ parameters, respectively. In this case, stress-strength reliability (SSR) is shown by $P=P(X
Keywords : Maximum likelihood estimation, Bayes estimation, Exponential Power distribution, Lindley’s approximation, Monte Carlo simulation, Bootstrap estimation