Cinlar Erhan; Markov Renewal Theory, Adv. App. Prob., 1, pp. 123-187 (1969).
K. M. El-Said; M. S. El-Sherbeny; Stochastic analysis of a
two-unit cold standby system with two-stage repair and waiting time.
Sankhya: The Indian Journal of Statistics, 72-B(I) 1-10 (2010) .
L. R. Goel; R. Gupta; S. K. Singh; Cost analysis of a two-unit
cold standby system with two types of operation and repair,
Microelectronics Reliability, 25(1) 71-75 (1985).
M. N. Gopalan; R. S. Naidu, Analysis of a two-unit repairable
system subject two types of failure and inspection, Microelectronics and
Reliability, 23(3), 445–447 (1983).
R. K. Bhardwaj; Ravinder Singh; Semi Markov Approach for
Asymptotic Performance Analysis of a Standby System with Server Failure,
International Journal of Computer Applications , 98(3) 9-14 (2014).
R. K. Bhardwaj; Komaldeep Kaur; Reliability and Profit
Analysis of a Redundant System with Possible Renewal of Standby Subject
to Inspection, International Journal of Statistics and Reliability
Engineering, 1(1) 36-46 (2014).
R. K. Bhardwaj; Komaldeep Kaur; S. C. Malik; Stochastic
Modeling of a System with Maintenance and Replacement of Standby Subject
to Inspection, American Journal of Theoretical and Applied Statistics,
4( 5) 339-346 (2015).
R. K. Bhardwaj; Komaldeep Kaur; S. C. Malik; Reliability
Indices of a Redundant System with Standby Failure and Arbitrary
Distribution for Repair and Replacement Times, International Journal of
System Assurance Engineering (advance online), (2016).
R. K. Bhardwaj; R. Singh; An inspection-repair-replacement
model of a stochastic standby system with server failure, Mathematics in
Engineering, Science & Aerospace (MESA), 6(2) 191-203 (2015).
S. Osaki; T. Nakagawa; On a two-unit standby redundant system with standby failure, Operations Research, 19 (2), 510-523 (1971).
S. K. Singh; B. Srinivasu; Stochastic analysis of a two unit
cold standby system with preparation time for repair, Microelectronics
Reliability, 27(1) 55-60 (1987).
S. K. Srinivasan; M. N. Gopalan; Probabilistic analysis of a
2-unit cold-standby system with a single repair facility, IEEE
Transactions on Reliability, 22(5) 250-254 (1973).
W. L. Smith; Regenerative stochastic processes. Proceedings of
the Royal Society of London, Series A. Mathematical and Physical
Sciences, 232 (1188) 6-31 (1955)