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Литература
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1. |
Marin A., Rossi S., “A queueing model that works only on the biggest jobs”, 16th European Computer Performance Engineering Workshop Revised Selected Papers, Lecture notes in computer science ser., 12039, eds. M. Gribaudo, M. Iacono, T. Phung-Duc, R. Razumchik, Springer, 2020, 118–132 |
2. |
Zeifman A. I., Razumchik R. V., Satin Y. A., Kovalev I. A., “Ergodicity bounds for the Markovian queue with time-varying transition intensities, batch arrivals and one queue skipping policy”, Appl. Math. Comput., 395, 125846, 11 pp. |
3. |
Zeifman A., Y. Satin, I. Kovalev, R. Razumchik, V. Korolev, “Facilitating numerical solutions of inhomogeneous continuous time Markov chains using ergodicity bounds obtained with logarithmic norm method”, Mathematics, 9:1 (2021), 42, 20 pp. |
4. |
Zeifman A., Y. Satin, V. Korolev, S. Shorgin, “On truncations for weakly ergodic inhomogeneous birth and death processes”, Int. J. Appl. Math. Comp., 24:3 (2014), 503–518 |
5. |
Зейфман А. И., Коротышева А. В., Королев В. Ю., Сатин Я. А., “Оценки погрешности аппроксимаций неоднородных марковских цепей с непрерывным временем”, Теория вероятностей и ее применения, 61:3 (2017), 513–520 [Zeifman A. I., A. V. Korotysheva, V. Y. Korolev, Ya. A. Satin, “Truncation bounds for approximations of inhomogeneous continuous-time Markov chains”, Theor. Probab. Appl., 61:3 (2017), 513–520] |