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BAYES ESTIMATION OF P(Y-GREATER-THAN-ZX) IN THE GEOMETRIC CASE
Journal article   Peer reviewed

BAYES ESTIMATION OF P(Y-GREATER-THAN-ZX) IN THE GEOMETRIC CASE

K E Ahmad, M E Fakhry and Z F Jaheen
Microelectronics and reliability, Vol.35(5), pp.817-820
01/05/1995
DOI: https://doi.org/10.1016/0026-2714(94)00132-8

Abstract

Engineering Engineering, Electrical & Electronic Nanoscience & Nanotechnology Physical Sciences Physics Physics, Applied Science & Technology Science & Technology - Other Topics Technology
In this paper, Bayesian estimation of R = P (Y > X) when Y and X are two independent but not identically distributed geometric random variables is obtained by using Lindley's approximation form. Based on a Monte Carlo simulation, the Bayes estimate of R is compared with their corresponding maximum likelihood estimate.

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