Некрасова Р.С. Список научных работ

Монографии, книги, брошюры

1. Теория восстановления и ее применение в анализе коммуникационных систем: монография
   Р.С. Некрасова, Л.В. Потахина, Е.В. Морозов. 2019

Статьи

2. Stability analysis of a two-class system with constant retrial rate and unreliable server
   Ruslana Nekrasova, Evsey Morozov, Dmitry Efrosinin, Natalia Stepanova. Annals of Operations Research. 2023. DOI: 10.1007/s10479-023-05216-6 (Web of Science, Scopus)
3. Stability analysis of two-class retrial systems with constant retrial rates and general service times
   Avrachenkov K., Morozov E., Nekrasova R. Performance evaluation, Volume 159. 2023. P. 297–308. DOI: 10.1016/j.peva.2022.102330
4. Verification of stability condition in unreliable two-class retrial system with constant retrial rates
   Nekrasova R., Morozov E., Efrosinin D. Procedings of the 25th International Conference on Distributed Computer and Communication Networks: Control, Computation, Communications (DCCN2022), LNCS 13766. 2023. P. 297–308. DOI: 10.1007/978-3-031-23207-7_23 (Scopus)
5. Regeneration estimation in partially stable two class retrial
   R. Nekrasova. Annales Mathematicae et Informaticae. Eger, Hungary. Vol.56. 2022. Pp. 84-94. DOI: 10.33039/ami.2022.12.008 (Web of Science, Scopus)
6. Sufficient Stability Conditions for a Multi-orbit Retrial System with General Retrials Under Classical Retrial Policy
   Nekrasova, R. Communications in Computer and Information Science book series (CCIS, volume 1552). 2022. DOI: 10.1007/978-3-030-97110-6_19 (Scopus, РИНЦ)
7. Stability Analysis of a Multi-class Retrial Queue with General Retrials and Classical Retrial Policy
   Nekrasova, R. 28th Conference of Open Innovations Association (FRUCT). 2021. Pp. 328-333. DOI: 10.23919/FRUCT50888.2021.9347627 (Web of Science, Scopus)
8. Sufficient stability conditions for a multi-orbit retrial system with general retrials under classical retrial policy
   Nekrasova R. Distributed Computer and Communication Networks: Control, Computation, Communications. DCCN 2021. Lecture Notes in Computer Science, vol 13144. Springer, Cham. 2021 (Scopus)
9. Regeneration Analysis of Non-Markovian System with Simultaneous Service and Speed Scaling
   Nekrasova, R. Distributed Computer and Communication Networks: Control, Computation, Communications. DCCN 2020. Communications in Computer and Information Science, vol 1337. Springer, Cham. 2020. Pp. 299-310. DOI: 10.1007/978-3-030-66242-4_24 (Scopus, РИНЦ)
10. Regenerative estimation of a simultaneous service multiserver system with speed scaling
    Nekrasova R., Rumyantsev A. Proceedings of the 26th Conference of Open Innovations Association FRUCT. 2020. Pp. 346-351. DOI: 10.23919/FRUCT48808.2020.9087351 (Scopus)
11. Regenerative estimation of M/G/2-type system with simultaneous service and speed scaling
    Nekrasova R. Распределенные компьютерные и телекоммуникационные сети: управление, вычисление, связь (DCCN-2020). Материалы XXIII Междунар. научн. конфер, 14–18 сент. 2020 г., Москва. Ин-т проблем упр. им. В.А. Трапезникова Рос. акад. Наук. 2020. C. 332-337 (РИНЦ)
12. Stability analysis of a model with general retrials and constant retrial rate
    Nekrasova R., Morozov E. Proceedings of the Second International Workshop on Stochastic Modeling and Applied Research of Technology (SMARTY2020). CEUR Workshop Proceedings, Vol. 2792. 2020. P. 150–161
13. On Verification of Stability of Multi-orbit System with General Retrials: Simulation Approach
    Nekrasova R. Distributed Computer and Communication Networks. Communications in Computer and Information Science. V. 1141. Springer, Cham. 2019. DOI: 10.1007/978-3-030-36625-4_32 (Scopus, РИНЦ)
14. Stability Conditions of a Multiclass System with NBU Retrials
    Morozov E., Nekrasova R. Queueing Theory and Network Applications. QTNA 2019. Lecture Notes in Computer Science, V. 11688. Springer. 2019. Pp. 51-64

Тезисы

15. Multi-class model with general rtetrials: stability analysis by simulation
    R.S. Nekrasova. X Международная Петрозаводская конференция "Вероятностные методы в дискретной математике" (26-29 мая 2019 г., Петрозаводск): расширенные тезисы. Петрозаводск. 2019. C. 26-27 (РИНЦ)

Некрасова Р.С.