[1] Tsarenkov G.V. Evaluation of the sufficient truncation of the BMAP—SM—1 queue state space with retrial calls for necessary calculation precision // VIII Belarussian Mathematical Conference.– Minsk.– 2000.– P. 2.– p. 177 (in Russian).
[2] Dudin A.N., Klimenok V.I., Klimenok I.A., Borokhovsky V.V., Karolik A.V., Tsarenkov G.V. Software “SIRIUS+” for evaluation and optimization of queues with the BMAP-input // The Proceedings of the 3rd International Conference on Matrix-Analytic Methods.– Belgium.– 2000.– P. 135-154.
[3] Tsarenkov G.V. Evaluation of the embedded distribution of the BMAP|SM|1 queue Markov modulated linear strategy of retrials // Queues: flows, systems, networks.– 2001.– V. 16, P. 190-193.
[4] Tsarenkov G.V. Evaluation of the stationary probabilities of the BMAP—SM—1—N queue with retrials // Materials of the 58th conference of students and PhD students of BSU.– Minsk.– 2001.– . 136-139.
[5] Dudin A.N., Klimenok V.I., Tsarenkov G.V. BMAP|G|1 queueing system with two Markovian inputs of breakdowns // Modeling and Simulation. 15th European Simulation Multiconference.– Prague CTU, Szech Republic.– 2001.– V. 15, P. 754-757.
[6] Tsarenkov G.V., Dudin A.N., Klimenok V.I. Robust algorithm for evaluating the stationary probabilities of BMAP|SM|1|N queue // “Computer Data Analysis and Modelling” (Proceedings of the 6th International Conference).– Minsk.– 2001.– V. 3, P. 123-130.
[7] Dudin A.N., Klimenok V.I., Tsareonkov G.V. “Sirius” – software package for information-calculation networks and their segments characteristics evaluation and optimization under considerations of the non-stationarity of their parameters and effect of retrial calls. // Catalogue of BSU software funds. – Minsk.– 2001.– No. 10.– pp. 4-5 (in Russian).
[8] Tsarenkov G.V. About stable stationary distribution evaluation algorithm for the queueing system with group Markovian flow, semi-Markovian service, retrials flow and finite orbit // Automatic Control and Computer Science.– 2001.– No. 5.– p. 77-84 (in Russian).
[9] Dudin A.N., Listopad N.I., Tsarenkov G.V. Improved algorithm for optimization of the Internet node // Problems of the information-telecommunication systems design. Minsk: BSU.– 2001., pp. 28-43 (in Russian).
[10] Tsarenkov G.V. BMAP—SM—1 queue with correlated Markov modulated Poisson flow of retrials // Proceedings of the 57th scientific session, devoted to “Radio day”.– Moscow: “Radiotechnics”.– 2002.– V.2.– pp. 206-209 (in Russian).
[11] Dudin A.N., Klimenok V.I., Tsarenkov G.V. Characteristics evaluation of the single server queueing system with batch Markovian flow, semi-Markovian service and finite buffer // Automation and Remote Control.– 2002.– 1 8.– pp. 87-101. (in Russian)
[12] Tsarenkov G.V. Research of the BMAP—SM—1 queueing system with modulated Makovian flow of the retrials // Automatic Control and Computer Science. – 2002.– V. 1 No. 4.– pp. 54-60.
[13] Alexander N. Dudin, Valentina I. Klimenok, Gennadiy V. Tsarenkov. Software “Sirius++” for Performance Evaluation of Modern Communication Networks // Modeling and Simulation. 16th European Simulation Multiconference.– Darmstadt, Germany.– 2002.– P. 489-493.
[14] Dudin A.N., Listopad N.I., Tsarenkov G.V. Probability model of the Internet node activities // System Research and Information Technology.– Kiev.– 2002. – N.2 – pp. 73-82. (in Russian)
[15] Tsarenkov G.V. Evaluation of the stationary probabilities of BMAP—SM—1 queue with common directing process of primary and secondary request flows // Bulletin TSU. Appendix 1. Proceedings of the scientific conferences, symposiums, etc. taking place in TSU.– 2002.– N. 1(I).– pp. 100-105 (in Russian).
[16] Tsarenkov G.V. Using embedded Markov chain approach to evaluation of the queues with Batch Markovian input flow // Information system and technologies (IST-2002): Works of the first international conference Minsk.: BSU, 2002.– p. 268-272.
[17] Tsarenkov G.V. Evaluation of the performance characteristics for the BMAP|SM|1|N queue with Markov modulated linear strategy of retrials // Queues: flows, systems, networks. – 2003.– V. 17, P. 244-249.
[18] Dudin A.N., Krishnamoorthy A., Joshua V.C., Tsarenkov G.V. Analysis of the BMAP|G|1 retrial system with search of customers from the orbit // European Journal of Operational Research. – 2004.– No. 157.– P. 169-179.
[19] Breuer L., Dudin A.N., Kliminok V.I., Tsarenkov G.V. A two-phase BMAP|G|1|N → PH|1|M - 1 with blocking // Automation and Remote Control. – 2004.– No. 1.– C. 117-130.
[20] Dudin A.N., Klimenok V.I., Che Soong Kim, Tsarenkov G.V. The BMAP∕G∕1 →⋅∕PH∕1∕M - 1 tandem queue with retrials and losses // Proceeding of Fifth International Workshop on Retrial Queues. – 2004.– P. 17-29. (Seoul, Korea, Telecommunication Mathematics Research Center, Korea University).
[21] Dudin A.N., Klimenok V.I., Tsarenkov G.V. Batch size distribution in input flow to queues with finite buffer affects the loss probability // Proceedings of the Fifth Workshop on Simulation.– 2005.– P. 347-352. (St Petersburg, Russian).
[22] Dudin A.N., Breuer L., Klimenok V.I., Tsarenkov G.V. Tandem queue BMAP|G|1|N → ⋅|PH|1|M with losses // Performance Evaluation.– 2005.– No. 61.– P. 17-40.
[23] Tsarenkov G.V. BMAP-flow as an model of real network traffic // Queues: flows, systems, networks. – 2005.– No. 18.– BSU, Minsk.– p. 209-214 (in Russian).
[24] Dudin A.N., Klimenok V.I., Tsarenkov G.V., Semenova O.V., Birukov A.A. Software “SIRIUS-C” for synthesis of optimal control by queues // ASMTA-2004.– Magdeburg.– pp. 123-129.
[25] Dudin A.N., Klimenok V.I., Che Soong Kim, Tsarenkov G.V. The BMAP∕G∕1 →⋅∕PH∕1∕M-1 tandem queue with feedback and losses //Performance Evaluation.– August, 2007.– Volume 64, Issue 7-8.– pp. 802-818
[26] Che Soong Kim (Korea), Alexander Dudin, Valentina Klimenok, Gennadiy Tsarenkov(Belarus) Optimization of Buffers Capacity in Tandem Queueing Systems with Batch Markovian Arrivals // Proceedings of ASMTA-2006 13th international conference on analytical and stochastic modelling techniques and applications, Bonn, Germany, 28-31 May 2006.– pp. 97-105
[27] Dudin A., Kim C.S., Klimenok V., Tsarenkov G. Virtual sojourn time distribution in the BMAP∕G∕1 →⋅∕PH∕1∕M -1 tandem queue with losses // Queues: flows, systems, networks. – 2007.– No. 19.– BSU, Minsk.– p. 45-51 (in Russian).
[28] Tsarenkov G. BMAP|SM|1|N queue’s characteristics dependency on variation and correlation of the service process // Queues: flows, systems, networks. – 2009.– No. 20.– BSU, Minsk.– p. 234-239 (in Russian).
[29] Dudin A.N., Klimenok V.I., Che Soong Kim, Tsarenkov G.V. Investigation of the BMAP∕G∕1 →⋅∕PH∕1∕M-1 tandem queue with retrials and losses // Applied Mathematical Modelling, V. 34, Issue 10, October 2010.– pp. 2926-2940.