Results 1 to 10 of about 1,330 (109)
Upper bound for the decay rate of the joint queue-length distribution in a two-node Markovian queueing system [PDF]
Queueing Systems, 2008 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ken'ichi Katou +2 more
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Analysis and Computation of the Joint Queue Length Distribution in a FIFO Single-Server Queue with Multiple Batch Markovian Arrival Streams [PDF]
Stochastic Models, 2003 This paper considers a work-conserving FIFO single-server queue with multiple batch Markovian arrival streams governed by a continuous-time finite-state Markov chain. A particular feature of this queue is that service time distributions of customers may be different for different arrival streams.
Hiroyuki Masuyama, Tetsuya Takine
exaly +3 more sources
Joint distribution of sojourn time and queue length in the M/G/1 queue with (in) finite capacity
European Journal of Operational Research, 1984 For the M/G/1 queue we study the joint distribution of the number of customers x present immediately before an arrival epoch and of the residual service time ¿ of the customer in service at this epoch. The correlation coefficient (x, ¿) is shown to be positive (negative) when the service time distribution is DFR (IFR).
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The effect of Retrial Rate on the M/G/1 Retrial Queueing System [PDF]
Maǧallaẗ Al-Buḥūṯ Al-Tiǧāriyyaẗ, 2020 In this paper, we consider the main model of M/G/I retrial queueing system. We will introduce the previous model with some important properties that affect the retrial system state. Also, the joint distribution of the server state and the length of queue
محمد حسن حسن
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Queueing Systems, 2023 <p>Explicit results are obtained using simple and exact methods for the joint queue-length distribution of the M/M/c queue with an arbitrary number of non-preemptive priority levels. This work is the first to provide explicit results for the joint probability generating function and joint probability mass function for a general number of priority
Josef Zuk, David Kirszenblat
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Joint queue length distribution of multi-class, single-server queues with preemptive priorities [PDF]
Queueing Systems, 2015 In this paper we analyze an $M/M/1$ queueing system with an arbitrary number of customer classes, with class-dependent exponential service rates and preemptive priorities between classes. The queuing system can be described by a multi-dimensional Markov process, where the coordinates keep track of the number of customers of each class in the system ...
Andrei Sleptchenko +3 more
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Queueing Systems with Random Volume Customers and a Sectorized Unlimited Memory Buffer
International Journal of Applied Mathematics and Computer Science, 2021 In the present paper, we concentrate on basic concepts connected with the theory of queueing systems with random volume customers and a sectorized unlimited memory buffer.
Tikhonenko Oleg +2 more
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Analysis of a Retrial Queue With Two-Type Breakdowns and Delayed Repairs
IEEE Access, 2020 This article studies an M/G/1 retrial queue with two types of breakdowns. When the server is idle, it is subject to breakdowns according to a Poisson process with rate δ and it cannot be repaired immediately.
Shan Gao, Jie Zhang, Xianchao Wang
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IEEE Access, 2019 As various video services become popular, video streaming will dominate the mobile data traffic. The H.264 standard has been widely used for video compression.
Jianyu Cao +4 more
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An Analytical Approximation of the Joint Distribution of Aggregate Queue-Lengths in an Urban Network
Procedia - Social and Behavioral Sciences, 2012 AbstractTraditional queueing network models assume infinite queue capacities due to the complexity of capturing interactions between finite capacity queues. Accounting for this correlation can help explain how congestion propagates through a network. Joint queue-length distribution can be accurately estimated through simulation. Nonetheless, simulation
Wang, Carter, Osorio Pizano, Carolina
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