| Position: | Associate Professor |
|---|---|
| Degree: | Camdidate of Physical and Mathematical Science |
| Title: | |
| Room: | 709 |
| Phone: | 259-05-20 |
| E-mail: | |
| Research interests: | random processes, queueing models, asymptotic analysis of stochastic systems |
1. On Gaussian Approximation of Queueing Networks with Different Starting Load, Communications in Computer and Information Science. – 2018. – Vol. 912. – Springer Int. Publ. – С. 27-38.
2. On Gaussian Approximation of Multi-Channel Networks with Input Flows of General Structure, Journal of Mathematical Sciences. – 2019. – Vol. 237, No. 5. – С. 684-691.
3. Special retrial queues with state-dependent input rate, Communications in Computer and Information Science. – 2019. – Vol. 1109. – Springer Int. Publ. – С.73-85.
4. Multi-Channel Queueing Networks with Input Flow Controlled by Semi-Markov Process, Mathematics in Computer Science. – 2019. – https://doi.org/10.1007/s11786-019-00398-4, Vol. 13(3)
5. Про асимптотичне укрупнення множини вузлів у стохастичних мережах, Теорія ймовірностей та математична статистика. – 2019. – №2(101), ст. 147-156.
6. On the asymptotic merging of the set of nodes in stochastic networks. Theor. Probability and Math. Statist., Vol 101, 2020, pp 167–177.
7. Feasibility of Improving BERT for Linguistic Prediction on Ukrainian corpus. Proceedings of the 4th International Conference on Computational Linguistics and Intelligent Systems (COLINS 2020). Lviv, Ukraine, April 23-24, 2020. Volume I: Main Conference, P. 552-561.
8. On asymptotic merging of nodes Set for Stochastic networks with general service, IEEE Int. Conf. on Advanced Trends in Information Theory (IEEE ATIT 2019), Conf. Proceedings, 18.12.19-20.12.19, Kyiv, Ukraine. pp. 470-474.
9. On asymptotic merging of nodes set for multichannel stochastic networks. Journal of Computational and Applied Mathematics, 2021, 393, 113535.
10. Про одну систему з повторними викликами і ненадійним приладом. Доповіді НАНУ, Dopov. Nac. akad. nauk Ukr. 2020, 9:24-30.
11. Reducing of service process dimension for a general-type multichannel network in heavy traffic. Communications in Computer and Information Science, vol. 1391. 2021, Springer Int. Publ., P 108-119.
12. Eugene Lebedev and Hanna Livinska, Diffusion and Gaussian limits for multi-channel queueing networks. Chapter 7 in the book: “ Queueing Theory. Advanced Trends“, Vol. 1 – Series of books “Mathematics and Statistics”, Sciences, ISTE & J. Wiley, London, 177-212, 2021.
13. Eugene LEBEDEV et Hanna LIVINSKA, Diffusion et limites gaussiennes pour les réseaux de files d’attente multicanaux, Chapitre 7 en Théorie des files d’attente 1, tendances avancées. ISTE Editions Ltd, P. 207-246, 2021.
14. Пащук І.О., Лівінська Г.В., Моделювання функцій життєдіяльності та смертності по даних для населення України. Вісник КНУ ім. Тараса Шевченка, серія фіз.-мат. науки, № 2, 2022. – Ст. 78-83
15. Lebedev, E., Ponomarov, V., Livinska, H. (2022). On Explicit Formulas of Steady-State Probabilities for the [𝑀/𝑀/𝑐/𝑐+𝑚]-Type Retrial Queue.. Stochastic Processes, Statistical Methods, and Engineering Mathematics. SPAS 2019. Springer Proceedings in Mathematics & Statistics, vol 408. Springer, Cham. https://doi.org/10.1007/978-3-031-17820-7_11, pp 211–222.
16. I. Makushenko, I. Usar, H. Livinska, Sharapov M. Optimal threshold strategies for retrial systems with queue, Journal of Computational and Applied Mathematics (J. Comput. Appl. Math.), 427 (2023), Article 115136.
