1. Balsamo, S. A review on queueing network models with finite capacity queues for software architectures performance prediction / S. Balsamo, V.D.N. Persone, P. Inverardi // Performance Evaluation. - 2003. - Vol. 51. - P. 269-288.
2. Gnedenko, B.W. Handbuch der Bedienungstheorie / B.W. Gnedenko, D. Konig. - Berlin: Akademie Verlag, 1983.
3. Perros, H.G. A bibliography of papers on queueing networks with finite capacity queues / H.G. Perros // Performance Evaluation. - 1989. - Vol. 10. - P. 255-260.
4. Heyman, D.P. Modelling multiple IP traffic streams with rate limits / D.P. Heyman, D. Lucantoni // IEEE/ACM Transactions on Networking. - 2003. - Vol. 11. - P. 948-958.
5. Klemm, A. Modelling IP traffic using the batch Markovian arrival process / A. Klemm, C. Lindermann, M. Lohmann // Performance Evaluation. - 2003. - Vol. 54. - P. 149-173.
6. Bromberg, M.A. Multi-phase systems with losses with exponential servicing / M.A. Bromberg // Automation and Remote Control. - 1979. - Vol. 40. - P. 27-31.
7. Bromberg, M.A. Service by a cascaded network of instruments / M.A. Bromberg, V.A. Kokotushkin, V.A. Naumov // Automation and Remote Control. - 1977. - Vol. 38. - P. 60-64.
8. Lucantoni, D.M. New results on the single server queue with a batch Markovian arrival process / D.M. Lucantoni // Communications in Statistics-Stochastic Models. - 1991. - Vol. 7. - P. 1-46.
9. Graham, A. Kronecker Products and Matrix Calculus with Applications / A. Graham. - Cichester : Ellis Horwood, 1981.
10. Klimenok, V.I. Calculation of characteristics of a multiserver queue with rejections and burst-like traffic / V.I. Klimenok // Automatic Control and Computer Sciences. - 1999. - Vol. 33, no. 6. - P. 35-43.
11. Lack of invariant property of Erlang loss model in case of the MAP input / V. Klimenok [et al.] // Queueing Systems. - 2005. - Vol. 49. - P. 187-213.
12. Kemeni, J.G. Denumerable Markov Chains / J.G. Kemeni, J.L. Snell, A.W. Knapp. - N. Y.: Van Nostrand, 1966.
13. Skorokhod, A. Probability theory and random processes / A. Skorokhod. - Kiev: High School, 1980.
14. Alfa, A.S. On approximating higher order MAPs with MAPs of order two / A.S. Alfa, J.E. Diamond // Queueing Systems. - 2000. - Vol. 34. - P. 269
15. Heindl, A. Correlation bounds for second order MAPs with application to queueing network decomposition / A. Heindl, K. Mitchell, A. van de Liefvoort // Performance Evaluation. - 2006. - Vol. 63. - P. 553-577.
16. Heindl, A. Output models of ????????????/????????/1(/????) queues for an efficient network decomposition / A. Heindl, M. Telek // Performance Evaluation. - 2002. - Vol. 49. - P. 321-339.
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