Free Access
Issue
R.A.I.R.O. Recherche opérationnelle
Volume 7, Number V1, 1973
Page(s) 3 - 20
DOI https://doi.org/10.1051/ro/197307V100031
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] [Google Scholar]
  • SHOOMAN M. L., Probabilistic Reliability : an Engineering Approach, McGraw-Hill 1968, 448 p. [Zbl: 0725.62089] [Google Scholar]
  • GNEDENKO B. V., Mathematical Methods of Reliability Theory, Academic Press, 1969, 506 p. [MR: 345234] [Zbl: 0169.50501] [Google Scholar]
  • 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] [Google Scholar]
  • DOYON L. R. et BERSSENBRUGGE M. W., Solving Complex Reliability Models by Computer, Raytheon Company, paper 17-1-17-13. [Google Scholar]
  • 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. [Google Scholar]
  • 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. [Google Scholar]
  • GRACE K., Approximate System Availability Models, Proceedings 1969 Annual Symposium on Reliability, pp. 146-152. [Google Scholar]
  • GRACE K., Repair Queuing Models for System Availability, Proceedings 1970 Annual Symposium on Reliability, pp. 331-336. [Google Scholar]
  • Lee C.T H. et DUSHMAN A., New Results in Effectiveness Prediction for Markovia Systems, Proceedings 1970 Annual Symposium on Reliability, pp. 410-419. [Google Scholar]
  • 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. [Google Scholar]
  • 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] [Google Scholar]
  • FERDINAND A. E., A Statistical Mechanical Approach to Systems Analysis, IBM Report TR-21-348, 10 novembre 1969, 61 p. [Zbl: 0212.51602] [Google Scholar]
  • FERDINAND A. E., An Analysis of the Machine Interference Model, IBM Systems Journal, vol. 10 (2), 1971, pp. 129-142. [Google Scholar]
  • COX D. R., Renewal Theory, Methuen's Monographs, 1962, 142 p. [MR: 153061] [Zbl: 0103.11504] [Google Scholar]
  • MORSE P. M., Queues, Inventory and Maintenance. John Wiley, 1958, 202 p. [MR: 91216] [Google Scholar]
  • MASTASCUSA E. J., A Method for Calculating eAT Based on the Cayley-Hamilton Theorem,Proc. IEEE (Letters), vol. 57, juillet 1969, pp. 1328-1329. [Google Scholar]
  • LIOU M. L., Evaluation of the Transition Matrix. Proc. IEEE (Letters), vol. 55, février 1967, pp. 228-229. [Google Scholar]
  • 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] [Google Scholar]
  • 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] [Google Scholar]
  • VARGA R. S., Matrix iterative Analysis, Prentice Hall, 1963, pp. 16-22. [MR: 158502] [Zbl: 0133.08602] [Google Scholar]
  • PARODI M., La localisation des valeurs caractéristiques des matrices et ses applications, Gauthier-Villars, 1959, 172 p. [MR: 110719] [Zbl: 0087.01602] [Google Scholar]

Current usage metrics show cumulative count of Article Views (full-text article views including HTML views, PDF and ePub downloads, according to the available data) and Abstracts Views on Vision4Press platform.

Data correspond to usage on the plateform after 2015. The current usage metrics is available 48-96 hours after online publication and is updated daily on week days.

Initial download of the metrics may take a while.