Authors | Mohammad Khorashadizadeh |
---|---|
Conference Title | پنجمین سمینار تخصصی نظریه قابلیت اعتماد و کاربردهای آن |
Holding Date of Conference | 2019-04-17 |
Event Place | یزد |
Page number | 0-0 |
Presentation | IN SERIES |
Conference Level | Internal Conferences |
Abstract
This paper deals with inference for stress-strength in- terference(SSI), R = P(X < Y ), where the distributions of X and Y follow discrete proportional hazard rate (PHR) models. In spe- cial case of Geometric PHR, maximum likelihood estimator (MLE) of R and it variances are obtained. Also approximation problem of the estimator's variance of R are discussed via Bhattacharyya lower bounds for Poisson SSI model.
tags: stress-strength, discrete proportional hazard rate.