Convolution Algorithms for BMAP/G/1-Queues
, 1996 The equilibrium state probabilities for queues with batch Markovian arrival processes are determined in form of matrix expressions, in which the central item to be computed is the so called fundamental-period-matrix G .
D. Baum
core
State of the Art--Networks of Queues: A Survey of Weak Convergence Results
This report is a sequel to our review paper, Lemoine [Lemoine, A. J. 1977. Networks of queues-A survey of equilibrium analysis. Management sci. 24 464-481.], on the equilibrium analysis of networks of queues. In this paper we review some weak convergence
Austin J. Lemoine
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Departure Process of Actively Managed Queue with Dependent Job Sizes. [PDF]
Entropy (Basel)Chydzinski A.
europepmc +1 more source
Stochastic modelling of delays and buffering in 5G-IoT ecosystems with programmable P4 switches based on BMAP. [PDF]
PLoS OneKovtun V +3 more
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ON SOME ASPECTS OF THE MANAGEMENT OF A STOCHASTICALLY DEVELOPING FOREST
In this paper I focus on some important biological aspects of the forest management problem. I model a stochastically developing forest as a multidimensional, continuous-time Markov chain.
Batabyal, Amitrajeet A.
core
Modelling of queuing systems using blockchain based on Markov process for smart healthcare systems. [PDF]
Sci RepSiddiqui S +5 more
europepmc +1 more source
Optimization of On-Demand Shared Autonomous Vehicle Deployments Utilizing Reinforcement Learning. [PDF]
Sensors (Basel), 2022 Meneses-Cime K +2 more
europepmc +1 more source
Discrete Event Simulation-Based Analysis and Optimization of Emergency Patient Scheduling Strategies. [PDF]
Healthcare (Basel)Lv W, Liu R, Yan F, Wang Y.
europepmc +1 more source
Importance Sampling for a Markov Modulated Queuing Network with Customer Impatience until the End of Service [PDF]
For more than two decades, there has been a growing of interest in fast simulation techniques for estimating probabilities of rare events in queuing networks. Importance sampling is a variance reduction method for simulating rare events.
Amir Masoud RAHMANI +2 more
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Unreliable M [X]/G(P1,P2)/1 feedback retrial queues with combined working vacation. [PDF]
HeliyonS B, M C S.
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