Diffusion limit of a modified Erlang-B system with sensing time of secondary users. [PDF]
Ann Oper Res, 2022 Abe K, Phung-Duc T.
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Optimization of a stochastic model having erratic server with immediate or delayed repair. [PDF]
Ann Oper Res, 2022 Agarwal R +3 more
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UDC 519.21 STRONG STABILITY IN RETRIAL QUEUES
, 2004 . In this paper we study the strong stability in retrial queues after perturbation of the retrial’s parameter. Our objective is to obtain the necessary and sufficient conditions to approximate the stationary characteristics of the M/G/1/1 retrial queue ...
Djamil Aissani, Louisa Berdjoudj
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A stochastic inventory model of COVID-19 and robust, real-time identification of carriers at large and infection rate via asymptotic laws. [PDF]
Eur J Oper Res, 2023 Tsiligianni C +2 more
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Departure processes from MAP/PH/1 queues [PDF]
, 1999 A MAP/PH/1 queue is a queue having a Markov arrival process (MAP), and a single server with phase-type (PH -type) distributed service time. This thesis considers the departure process from these type of queues.
Green, David Anthony
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On the Convergence of Truncated Processes of Multiserver Retrial Queues
, 2010 Retrial queues can only be solved in a closed form in very few and simple cases, so researchers must resort to approximate models. However, most of the papers that propose approximate models assume the convergence of the proposed models to their exact ...
M. Jose Domenech-Benlloch +4 more
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Fault-Detection Managers: More May Not Be the Merrier. [PDF]
J Grid Comput, 2021 Zamani G, Das O.
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Retrial queues : scaling limits
Retrial queues arise in various applications such as call centers, services, and computer networks. The study of retrial queues is an important research branch of Queueing Theory.
0000003872 +3 more
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Search where you will find most: Comparing the disciplinary coverage of 56 bibliographic databases. [PDF]
Scientometrics, 2022 Gusenbauer M.
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Unreliable Retrial Queues in a Random Environment [PDF]
, 2007 This dissertation investigates stability conditions and approximate steady-state performance measures for unreliable, single-server retrial queues operating in a randomly evolving environment. In such systems, arriving customers that find the server busy
Cordeiro, James D., Jr.
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