References
[1]. El-Gohary, A.I., and Sarhan, A.M. (2005). “Estimation
of the parameters in three non-independent component
series systems subjected to sources of shock”, Applied Mathematics and Computation, 160, pp 29-40.
[2]. Gross, D., and Harris, C.M. (1985). “Fundamentals of
Queuing Theory”, Wiley, New York, USA.
[3]. Hoyland, A., and Rausend, M. (1994). “System
Reliability Theory Models and Statistical Methods”, John
Wiley, 3rd Ed., pp. 220-230.
[4]. Moustafa, M.S. (1996). “Transient analysis of reliability
with and without repair for K-out-of-N: G systems with two
failure modes", Reliability Engineering and System Safety,
53(1), pp. 31-35.
[5]. Moustafa, M.S. (1998). ”Transient analysis of reliability
with and without repair for K-out-of-N: G systems with M
failure modes", Reliability Engineering and System Safety,
59, pp. 317-320.
[6]. Papoulis, A. (1991). “Probability, Random Variables,
and Stochastic Processes”, McGraw Hill, 3rd Ed., pp. 640-
644.
[7]. Pham, H., and Pham, M. (1991). ”Optimal designs of
fk; n_k+lg-out-of-n: F systems (subject to 2 failure
modes)", IEEE Trans, Reliability, 40(5), pp. 559-562.
[8]. Sarhan, A., and Abouammoh, A.M. (2001). ”Reliability
of k-out-of-n non-repairable systems with nonindependent
components subjected to common
shocks", Microelectronic Reliability, 41, pp. 617-621.
[9]. Shao, J., and Lamberson, L.R. (1991). ”Modeling a
shared-load k-out-of-n: G system", IEEE Trans. Reliability,
40(2), pp. 202-208.
[10]. Singh, S., and Zameeruddin, Q. (1990). “Modern
Algebra”, Printed at Ravindira Printing Press, Delhi, 2nd Ed.,
p. 58.
[11]. Stewart, W.J. (1994). ”Introduction to the Numerical
Solution of Markov Chains”, Princeton University Press,
Princeton., N.J., USA.
[12]. Wasserman, G.S. (2002). ”Reliability veri_cation,
testing, and analysis in engineering design", Dekker
Mechanical Engineering, 153, Marcel Dekker Inc., New
York, USA.