REPRESENTING THE RELIABILITY FUNCTION IN TERMS OF MEAN RESIDUAL LIFETIME OF COHERENT SYSTEMS

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TAVANGAR MAHDI

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Seminar Paper

Paper Information

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

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Title

REPRESENTING THE RELIABILITY FUNCTION IN TERMS OF MEAN RESIDUAL LIFETIME OF COHERENT SYSTEMS

Author(s)

TAVANGAR MAHDI | Issue Writer Certificate

Keywords

BURN-IN TEST

BIVARIATE DEGRADATION

OPTIMAL TEST

STOCHASTIC PROCESS

INVERSE GAUSSIAN PROCESS

Abstract

IN THIS TALK, WE CONSIDER A COHERENT (OR MIXED) SYSTEM CONSISTING OF N IDENTICALCOMPONENTS WITH INDEPENDENT LIFETIMES. WE SHOW THAT WHEN THE UNDERLYING DISTRIBUTIONFUNCTION F IS ABSOLUTELY CONTINUOUS, THEN IT CAN BE UNIVOCALLY DETERMINED BY SOMEPARTICULAR MEAN RESIDUAL LIVES OR MEAN INACTIVITY TIMES OF THE SYSTEM AND THEIRDERIVATIVES.

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APA: Copy

TAVANGAR, MAHDI. (2016). REPRESENTING THE RELIABILITY FUNCTION IN TERMS OF MEAN RESIDUAL LIFETIME OF COHERENT SYSTEMS. SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. SID. https://sid.ir/paper/940692/en

Vancouver: Copy

TAVANGAR MAHDI. REPRESENTING THE RELIABILITY FUNCTION IN TERMS OF MEAN RESIDUAL LIFETIME OF COHERENT SYSTEMS. 2016. Available from: https://sid.ir/paper/940692/en

IEEE: Copy

MAHDI TAVANGAR, “REPRESENTING THE RELIABILITY FUNCTION IN TERMS OF MEAN RESIDUAL LIFETIME OF COHERENT SYSTEMS,” presented at the SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. 2016, [Online]. Available: https://sid.ir/paper/940692/en

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