NUMERICAL ANALYSIS ALGORITHM FOR INSPECTION POLICY PROCEDURE

Authors

  • Zoubir Layouni Department of Computer Science, Badji Mokhtar University, Algeria

DOI:

https://doi.org/10.11113/jt.v78.8300

Keywords:

Reliability theory, failure, renewal, optimal inspection policy, computational algorithms

Abstract

In this paper, we present some tools helping us to make decision i.e., designing an optimal inspection measure. The approach is developed in search proposed by Hemodialysis center health, an implementation and computation program is developed. This problem has also applications in the theories of reliability and can be modeled by a Markov chain structure; this can be done by parallel series or series parallel coherent structures. The algorithms are encouraging and measure can be found.

References

Barlow R., Hunter L., Proshan F. 1963. Optimum Checking Procedures, SIAM Journal. 11: 1078-1095.

Beichelt F, Franken P.1983. Reliability and Technical Service. Mathematical Methods in German Berlin: VEB.

Munford A., 1981. Comparison Among Certain Inspection Policies, Management science.

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D. N.Bender .1966. A Surveillance Model for Recurrent Events Technical Report. IBM Watson Research Center.

Layouni Z. 2004. Models Mathematical Theory of Reliability and Maintenance. National Seminar On The Support Models And Tools To The Decision. 2004. Bejaia 18-19-20 April 2004.152-159

Aissani A. 1999. Mathematical Models Of Reliability Theory. Institute Mathematic University of Annaba. 1-3

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Published

2016-04-18

How to Cite

NUMERICAL ANALYSIS ALGORITHM FOR INSPECTION POLICY PROCEDURE. (2016). Jurnal Teknologi (Sciences & Engineering), 78(4-4). https://doi.org/10.11113/jt.v78.8300