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Information Technologies and Mathematical Modelling: Queueing Theory and Applications
Moiseev, Alexander [szerk.]
;
Nazarov, Anatoly [szerk.]
;
Dudin, Alexander [szerk.]
Angol nyelvű Konferenciakötet (Könyv) Tudományos
Megjelent: Springer Cham, Cham, Svájc, 384 p.
2022
Konferencia:
20th International Conference on Information Technologies and Mathematical Modelling, ITMM 2021, named after A.F. Terpugov 2021-12-01 [Tomsk, Oroszország]
Sorozatok:
Communications in Computer and Information Science 1865-0929 1865-0937, 1605
Azonosítók
MTMT: 33024088
DOI:
10.1007/978-3-031-09331-9
ISBN:
9783031093302
ISBN:
9783031093319
Fejezetek
Dudin Alexander et al. Analysis of the Polling System with Two Markovian Arrival Flows, Finite Buffers, Gated Service and Phase-Type Distribution of Service and Switching Times. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 1-15
Sztrik János et al. Simulation of Finite-Source Retrial Queueing Systems with Impatient Customers Using Different Failure Modes. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 16-27
Kuki Attila et al. Analyzing the Effect of Catastrophic Breakdowns with Retrial Queues in a Two-Way Communication System. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 144-156
Klimenok Valentina et al. Queueing System with Two Types of Customers and Limited Processor Sharing. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 157-171
Vishnevsky V. et al. Application of Machine Learning Methods to Solving Problems of Queuing Theory. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 304-316
Nazarov Anatoly et al. Stability Analysis for Retrial Queue with Collisions and r-Persistent Customers. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 330-342
Polkhovskaya Anna et al. Asymptotic Analysis of Retrial Queueing System M/M/1 with Non-persistent Customers and Collisions. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 343-355
Voronina N. M. et al. Asymptotic Analysis of MMPP/M/1 Retrial Queueing System with Unreliable Server. (2022) Megjelent: Information Technologies and Mathematical Modelling: Queueing Theory and Applications pp. 356-370
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2026-02-08 05:41
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