Free Access
R.A.I.R.O. Recherche opérationnelle
Volume 7, Number V1, 1973
Page(s) 3 - 20
Published online 06 February 2017
  • BARLOW R. E. et PROSCHAN F., Mathematical Theory of Reliability, John Wiley, 1965, 256 p. [MR: 195566] [Zbl: 0132.39302]
  • SHOOMAN M. L., Probabilistic Reliability : an Engineering Approach, McGraw-Hill 1968, 448 p. [Zbl: 0725.62089]
  • GNEDENKO B. V., Mathematical Methods of Reliability Theory, Academic Press, 1969, 506 p. [MR: 345234] [Zbl: 0169.50501]
  • MANN N. R., Computer Aided Selection of Prior Distributions for generating Monte Carlo Confidence Bounds on System Reliability, Naval Research Logistic Quaterly, mars 1970, vol. 17 (1), pp. 41-54. [Zbl: 0201.22503]
  • DOYON L. R. et BERSSENBRUGGE M. W., Solving Complex Reliability Models by Computer, Raytheon Company, paper 17-1-17-13.
  • DOWNS W. R., Predicting maintenance Time Distribution of a Complex System A Monte Carlo Solution, 10th Annual West Coast Reliability Symposium, Beverley Hills, California, 21 february 1969, pp. 37-47.
  • FARAGHER W. E. et WATSON H. S., Availability Analysis.A Realistic Methodology Proceedings of Tenth National Symposium on Reliability and Quality Control, 1964, pp. 365-378.
  • GRACE K., Approximate System Availability Models, Proceedings 1969 Annual Symposium on Reliability, pp. 146-152.
  • GRACE K., Repair Queuing Models for System Availability, Proceedings 1970 Annual Symposium on Reliability, pp. 331-336.
  • Lee C.T H. et DUSHMAN A., New Results in Effectiveness Prediction for Markovia Systems, Proceedings 1970 Annual Symposium on Reliability, pp. 410-419.
  • BUZACOTT J. A., Markov Approach to Finding Failure Times of Repairable System, IEEE Transactions on Reliability, vol. R-19, n° 4, novembre 1970, pp. 128-134.
  • FERDINAND A. E., A statistical Mechanical Approach to Systems Analysis, IBM Journal of R and D, vol. 14 (5), septembre 1970, pp. 539-547. [MR: 272363] [Zbl: 0212.51602]
  • FERDINAND A. E., A Statistical Mechanical Approach to Systems Analysis, IBM Report TR-21-348, 10 novembre 1969, 61 p. [Zbl: 0212.51602]
  • FERDINAND A. E., An Analysis of the Machine Interference Model, IBM Systems Journal, vol. 10 (2), 1971, pp. 129-142.
  • COX D. R., Renewal Theory, Methuen's Monographs, 1962, 142 p. [MR: 153061] [Zbl: 0103.11504]
  • MORSE P. M., Queues, Inventory and Maintenance. John Wiley, 1958, 202 p. [MR: 91216]
  • MASTASCUSA E. J., A Method for Calculating eAT Based on the Cayley-Hamilton Theorem,Proc. IEEE (Letters), vol. 57, juillet 1969, pp. 1328-1329.
  • LIOU M. L., Evaluation of the Transition Matrix. Proc. IEEE (Letters), vol. 55, février 1967, pp. 228-229.
  • VYIDYASAGAR M., A Novel Method of Evaluating eAT in closed Form, IEEE Transactions on Automatic Control, vol. AC-15 (5), octobre 1970, pp. 600-601. [MR: 275926]
  • FRAZER R. A. et DUNCAN W. J., Elementary Matrices and Some Applications to Dynamics and Differential Equations,Cambridge University Press, 1960, p. 83. [Zbl: 0021.22803] [MR: 121367]
  • VARGA R. S., Matrix iterative Analysis, Prentice Hall, 1963, pp. 16-22. [MR: 158502] [Zbl: 0133.08602]
  • PARODI M., La localisation des valeurs caractéristiques des matrices et ses applications, Gauthier-Villars, 1959, 172 p. [MR: 110719] [Zbl: 0087.01602]

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