ON THE NUMBER OF FAILED LINKS IN A THREE-STATE NETWORK

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ASHRAFI S.

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Seminar Paper

Paper Information

Seminar: SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS
Year:2015 | Issue:1

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Title

ON THE NUMBER OF FAILED LINKS IN A THREE-STATE NETWORK

Author(s)

ASHRAFI S.

Keywords

SIGNATURE MATRIX

BIVARIATE INCREASING FAILURE RATE

TOTAL POSITIVE OF ORDER 2

STOCHASTIC ORDER

Abstract

IN THIS PAPER, WE CONSIDER A SINGLE-STEP NETWORK CONSISTS OF N LINKS AND ASSUME THAT THE LINKS ARE SUBJECT TO FAILURE. IT IS ASSUMED THAT THE NETWORK CAN BE IN THREE STATES, UP (K=2), PARTIAL PERFORMANCE (K=1) AND DOWN (K=0). UNDER DI_ERENT SCENARIOS ON THE STATES OF THE NETWORK AND USING THE CONCEPT OF TWO-DIMENSIONAL SIGNATURE, WE OBTAIN THE PROBABILITIES THAT I LINKS FAIL AT TIME T1 AND J LINKS FAIL AT TIME T. SEVERAL STOCHASTIC AND AGING PROPERTIES OF THE PROPOSED PROBABILITIES ARE STUDIED.

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APA: Copy

. (2015). ON THE NUMBER OF FAILED LINKS IN A THREE-STATE NETWORK. SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. SID. https://sid.ir/paper/926745/en

Vancouver: Copy

. ON THE NUMBER OF FAILED LINKS IN A THREE-STATE NETWORK. 2015. Available from: https://sid.ir/paper/926745/en

IEEE: Copy

, “ON THE NUMBER OF FAILED LINKS IN A THREE-STATE NETWORK,” presented at the SEMINAR ON RELIABILITY THEORY AND ITS APPLICATIONS. 2015, [Online]. Available: https://sid.ir/paper/926745/en

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