References
[1]. J.A. Buzacott and J.G. Shanthikumar, (1993).
Stochastic Models of Manufacturing Systems, Prentice-Hall.
[2]. T. Yoshihara, S. Kasahara, Y. Takshashi, Practical time
scalefitting of self similartraffic with Markov Modulated
Poisson process, Telecommunication Systems Vol. 17(1-2)
pp.185-211
[3]. R. Chakka and I. Mitrani, (1994. Heterogeneous
multiprocessor systems with breakdowns: performance
and optimal repair strategies, Theoretical Computer
Science, 125 pp. 91-109.
[4]. R. Chakka and I. Mitrani, (1996). Approximate
solutions for open networks with breakdowns and repairs,
in the book Stochastic Networks: Theory and Applications,
Eds: F.P. Kelly, S. Zachary and I. Ziedins, Royal Statistical
Society Lecture Note Series - 4, Oxford Science
Publications, ISBN: 0-19-852399-8.
[5]. D. P. Gaver, (1962). A waiting line with interrupted service,
including priorities, Royal Statistical Soc. Ser. B 24, pp 73-96.
[6]. P.G. Harrison and N.M. Patel, (1993). Performance
Modeling of Communication Networks and Computer
Architecture, Addison-Wesley.
[7]. T. Lehtonen, (1983). Stochastic comparisons for
many server queues with non homogeneous exponential
servers, OPSEARCH, Vol. 20, No. 1, pp. 1-15.
[8]. W. Li, D. Shi and X. Chao, (1997). Reliability analysis of
M/G/1 queuing systems with server breakdowns and
vacations, J. Appl. Prob. 34, pp. 546-555.
[9]. Chandra Sekhar Reddy, C., Prasad K., R., (2008).
Performability modeling of identical multiprocessor
system with remodeling and restarting delay, Journal of
computer science 2 , pp. 755-762.
[10]. I. Mitrani and P.J.B. King, (1983). Multiserver systems
subject to breakdowns: An empirical study, IEEE
Transactions on Computers, 32, pp. 96-99.
[11]. B. Sengupta, (1990). A queue with service
interruptions in an alternating random environment,
Operation Research 38, 308-318.
[12]. K.E. Stecke and I. Kim, (1989). Performance
evaluation for systems of pooled machines of unequal
sizes: unbalancing vs. blocking, European Journal of
Operations Research 42, pp. 22-38.
[13]. R. Righter, (1996). Optimal Policies for Scheduling Repairs and Allocating Heterogeneous Servers, Journal of
Applied Probability, 33, pp. 536-547.
[14]. K. Thiruvengadam, (1963). Queueing with
Breakdowns, Operations Research, 11, pp. 62-71.
[15]. K.S. Trivedi, (1982). Probability and Statistics with
Reliability, Queuing, and Computer Science
Applications, Prentice-Hall, Englewood Cli_s, NJ, USA.
[16]. Dhanunjaya, S.,Trivedi, K.S., Logothetis, D.,(2003).
Performance modeling of wireless networks with generally
distributed handoff interarrival times, Computer
Communications 26, pp. 1747-1755.
[17]. Y. H. Tang, (1997). A single-server M/G/1 queuing
system subjects to breakdowns- some reliability and
queuing problem, Microelectronics and Reliab. 34, pp.
308-321.
[18]. Kuo-Hsiung Wang, Li Ping Wang, Gang Chen, Jau
Chuan Ke, (2005).Comparative analysis for the N policy
M/G/1 queuing system with removable and reliable
server, Mathematical Methods of Operations Research
61, pp. 505-520.
[19]. Chandra Sekhar Reddy, C, et.al., (2008).
Performance evaluation of homogeneous parallel
processor system of Markov modeled queue, Journal on
Software Engineering Vol. 3 No.2 (Oct-Dec) pp. 58-65.