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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 21st International Conference, ITMM 2022, Karshi, Uzbekistan, October 25-29, 2022 : revised selected papers. Cham, 2023. P. 116-125
Type: статьи в сборниках
Date: 2023
Description:
We consider single-server queue, which models a telecommunication node. Packets arrive in the system according to the Markovian arrival process (MAP). The packets bring some amount of information, whi
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Source: Distributed computer and communication networks : control, computation, communications : 25th International conference, DCCN 2022, Moscow, Russia, September 26–29, 2022 : revised selected papers. Cham, 2022. Vol. 13766. P. 270-283
Type: статьи в сборниках
Date: 2022
Description:
In this paper, we consider a tandem queueing system with one orbit, MMPP incoming flow and two sequentially connected servers by the method of asymptotic diffusion analysis. We obtain the necessary co
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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 20th International Conference, ITMM 2021, named after A. F. Terpugov, Tomsk, Russia, December 1–5, 2021 : revised selected papers. Cham, 2022. P. 330-342
Type: статьи в сборниках
Date: 2022
Description:
We consider a single server retrial queue with general distribution of service times, collisions and r-persistent customers. The last phenomena describes the behaviour of customers that are leaving th
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Source: Cybernetics and systems analysis. 2021. Vol. 57, № 1. P. 57-65
Type: статьи в журналах
Date: 2021
Description:
In the paper, we consider a mathematical model for repeated customers in the form of a queuing system with N servers, instant and delayed feedback, and an orbit. It is believed that the orbit size for
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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 19th International Conference, ITMM 2020, named after A. F. Terpugov, Tomsk, Russia, December 2–5, 2020 : revised selected papers. Cham, 2021. P. 120-130
Type: статьи в сборниках
Date: 2021
Description:
In this paper, we consider a single-server retrial queue with unreliable server and two-way communication. Inbound calls arrive according to a Poisson process. If the server is busy upon arrival, an i
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Source: Mathematics. 2021. Vol. 9, № 22. P. 2877 (1-13)
Type: статьи в журналах
Date: 2021
Description:
The paper considers the model of a call center in the form of a multi-server queueing system with Poisson arrivals and an unlimited waiting area. In the model under consideration, incoming calls do no
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Source: 2021 International conference on information technology (ICIT) : advanced machine learning and deep learning, Al Zaytoonah University of Jordan - Amman, 2021, 14-15 July. Amman, 2021. P. 494-498
Type: статьи в сборниках
Date: 2021
Description:
In this paper, we consider single server queueing system with multiple semi-Markov inputs and buffers. Each request of the flows brings to the system some random amount of information. According to th
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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 19th International Conference, ITMM 2020, named after A. F. Terpugov, Tomsk, Russia, December 2–5, 2020 : revised selected papers. Cham, 2021. P. 171-185
Type: статьи в сборниках
Date: 2021
Description:
In our paper, the waiting time analysis of a M/M/1 retrial queueing system is presented and the asymptotic distribution of the number of returns of the tagged request to the orbit is driven since they
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Source: Распределенные компьютерные и телекоммуникационные сети: управление, вычисление, связь (DCCN-2020) [Электронный ресурс] : материалы XXIII Международной научной конференции (14-18 сентября 2020 г., Москва, Россия). М., 2020. С. 380-387
Type: статьи в сборниках
Date: 2020
Description:
The paper studies the M[”]/M/1 RQ-system with batch Poisson arrival. Customers for system come in groups. Every moment in time no more than one customer is served, others go into orbit. Having been se
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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 18th International Conference, ITMM 2019, named after A. F. Terpugov, Saratov, Russia, June 26-30, 2019 : revised selected papers. Cham, 2019. P. 230-242
Type: статьи в сборниках
Date: 2019
Description:
We consider a single-line RQ-system with collisions with Poisson arrival process; the servicing time and time delay of calls on the orbit have exponential distribution laws. Each call in orbit has the
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Source: Probability in the engineering and informational sciences. 2019. Vol. 33, № 3. P. 387-403
Type: статьи в журналах
Date: 2019
Description:
The aim of the paper is to derive the distribution of the number of retrial of the tagged request and as a consequence to present the waiting time analysis of a finite-source M/M/1 retrial queueing sy
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Source: Information Technologies and Mathematical Modelling. Queueing Theory and Applications : 17th International Conference, ITMM 2018, named after A. F. Terpugov and 12th Workshop on Retrial Queues and Related Topics, WRQ 2018, Tomsk, Russia, September 10-15, 2018 : selected papers. Cham, 2018. P. 71-82
Type: статьи в сборниках
Date: 2018
Description:
In this paper, we study the process generated by the customers which are serviced in a queueing system with an infinite number of servers. Two methods referred to as the method of limiting decompositi
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Source: International journal of operational research. 2017. Vol. 29, № 2. P. 170-182
Type: статьи в журналах
Date: 2017
Description:
We consider the M/M/1 → •, M/M/1/0 type retrial queueing system with state dependent parameters. The intensities of input, service (at both stations) and retrials depend in an arbitrary way on the cur
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Source: 11th International workshop on retrial queues and related topics, WRQ-2016, Amsterdam, August 31-September 2, 2016 : programme schedule & abstracts. Amsterdam, 2016. P. 9-10
Type: статьи в сборниках
Date: 2016
Source: Информационные технологии и математическое моделирование (ИТММ-2015) : материалы XIV Международной конференции имени А. Ф. Терпугова, 18-22 ноября 2015 г.. Томск, 2015. Ч. 1. С. 72-76
Type: статьи в сборниках
Date: 2015
