A transient symmetry analysis for the \(M/M/1/k\) queue
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Publication:6163554
DOI10.1007/s11134-022-09849-5zbMath1517.90026MaRDI QIDQ6163554
Robert Cornelius Hampshire, Emmanuel Ekwedike, William A. Massey, Unnamed Author
Publication date: 26 June 2023
Published in: Queueing Systems (Search for Journal in Brave)
Queueing theory (aspects of probability theory) (60K25) Queues and service in operations research (90B22)
Cites Work
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- Shell polynomials and dual birth-death processes
- Determining the exit time distribution for a closed cyclic network
- The loss probability in an overloaded queue using the dual queue
- A nonlinear solution to closed queueing networks for bike sharing systems with Markovian arrival processes and under an irreducible path graph
- Inventory rebalancing and vehicle routing in bike sharing systems
- Dynamic repositioning strategy in a bike-sharing system; how to prioritize and how to rebalance a bike station
- Bike sharing systems: solving the static rebalancing problem
- Gram Charlier Expansion for Time Varying Multiserver Queues with Abandonment
- Calculating exit times for series Jackson networks
- The Classification of Birth and Death Processes
- Stochastic Orderings for Markov Processes on Partially Ordered Spaces
- A transient solution to an M/M/1 queue: a simple approach
- An approximate transient analysis of the M(t)/M/1 queue
- Infinite-server queues with Hawkes input
- A sample path analysis of the M/M/1 queue
- A note on losses in M/GI/1/n queues
- A STOCHASTIC ANALYSIS OF BIKE-SHARING SYSTEMS
- An ephemerally self-exciting point process
- Queues Driven by Hawkes Processes
- NONSTATIONARY LOSS QUEUES VIA CUMULANT MOMENT APPROXIMATIONS
- THE BIAS OPTIMAL K IN THE M/M/1/K QUEUE: AN APPLICATION OF THE DEVIATION MATRIX
- Cyclic Queuing Systems with Restricted Length Queues
- On the busy periods for the M/G/1 queue with finite and with infinite waiting room
- On the length and number of served customers of the busy period of a generalised M/G/1 queue with finite waiting room
- A Combinatorial Method in the Theory of Queues
- The Frequency Distribution of the Difference Between Two Poisson Variates Belonging to Different Populations
- M/M/1/N Queuing System with Retention of Reneged Customers
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