INFERENCE OF R = P [X< Y] FOR PROPORTIONAL REVERSED HAZARD RATE MODEL

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Babayi Salman; KHORAM ESMAEIL

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Seminar Paper

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Seminar: SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS
Year:2016 | Issue:2

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Title

INFERENCE OF R = P [X< Y] FOR PROPORTIONAL REVERSED HAZARD RATE MODEL

Author(s)

Babayi Salman | KHORAM ESMAEIL | Issue Writer Certificate

Keywords

PROPORTIONAL REVERSED HAZARD RATE MODEL

MAXIMUM LIKELIHOOD ESTIMATOR

BAYES ESTIMATOR

GENERALIZED LOGISTIC DISTRIBUTION

Abstract

THE PROPORTIONAL REVERSED HAZARD RATE MODEL (PRHRM) HAS BEEN EXTENSIVELY USEDIN THE LITERATURE TO MODEL FAILURE TIME DATA. THIS PAPER DEALS WITH THE ESTIMATIONOF R=P [ X<Y] WHEN X AND Y ARE TWO INDEPENDENT THE PRHRM WITH DIFFERENTPARAMETERS. THE MAXIMUM LIKELIHOOD ESTIMATOR OF R IS PROPOSED. ASSUMING THATTHE COMMON SCALE PARAMETER IS KNOWN, THE MAXIMUM LIKELIHOOD ESTIMATOR, UNIFORMLYMINIMUM VARIANCE UNBIASED ESTIMATOR, BAYES ESTIMATION AND CONFIDENCE INTERVAL OF RARE OBTAINED. FINALLY, ANALYSIS OF A REAL DATA SET HAS ALSO BEEN PRESENTED FOR ILLUSTRATIVEPURPOSES.

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APA: Copy

Babayi, Salman, & KHORAM, ESMAEIL. (2016). INFERENCE OF R = P [X< Y] FOR PROPORTIONAL REVERSED HAZARD RATE MODEL. SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. SID. https://sid.ir/paper/940410/en

Vancouver: Copy

Babayi Salman, KHORAM ESMAEIL. INFERENCE OF R = P [X< Y] FOR PROPORTIONAL REVERSED HAZARD RATE MODEL. 2016. Available from: https://sid.ir/paper/940410/en

IEEE: Copy

Salman Babayi, and ESMAEIL KHORAM, “INFERENCE OF R = P [X< Y] FOR PROPORTIONAL REVERSED HAZARD RATE MODEL,” presented at the SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. 2016, [Online]. Available: https://sid.ir/paper/940410/en

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