Results 91 to 100 of about 393 (164)

MEAN VALUE ANALYSIS OF SINGLE SERVER RETRIAL QUEUES

Mean value analysis is an elegant tool for determining mean performance measures in queueing models. In this paper we show how mean value analysis can be applied to retrial queues.
J. A. C. RESING, J. R. ARTALEJO
core  

Performance Analysis of Retrial Queueing Systems Using Generalized Stochastic Petri Nets

, 2002
We consider retrial queueing systems, in which an arriving customer finding the server busy, may repeat his call after a random duration. The consideration of repeated calls introduces great analytical difficulties.
Ioualalen, Malika, Gharbi, Nawel
core   +1 more source

Timely Reliability Analysis of Virtual Machines Considering Migration and Recovery in an Edge Server. [PDF]

Sensors (Basel), 2020
Liu K, Guo L, Wang Y, Chen X.
europepmc   +1 more source

Retrial queues with generally distributed retrial times

Queueing Systems, 2022
openaire   +2 more sources

Unreliable Retrial Queues in a Random Environment

, 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.
core  

On Markov Chains with Uncertain Data

In this paper, a general method is described to determine uncertainty intervals for performance measures of Markov chains given an uncertainty region for the parameters of the Markov chains.
Blanc, J.P.C., Hertog, D. den
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Closure methods for the single-server retrial queue

, 1987
This work focuses on the development and evaluation of so-called "closure methods" for solving the equations governing the time-dependent behaviour of single-server retrial queues.
Sabo, David Warren
core  

Single server retrial queueing models.

, 2006
Most retrial queueing research assumes that each retrial customer has its own orbit, and the retrial customers retry to enter service independently of each other.
Wu, Xiaoyong
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Stochastic order results and equilibrium joining rules for the Bernoulli Feedback Queue

, 2013
We consider customer joining behaviour for a system that consists of a FCFS queue with Bernoulli feedback. A consequence of the feedback characteristic is that the sojourn time of a customer already in the system depends on the joining decisions taken by
Collins, E.J., Brooms, Anthony C.
core  

Higher-Order Markov Model-Based Analysis of Reinforcement Learning in 6G Mobile Retrial Queueing Systems. [PDF]

Sensors (Basel)
Talbi D, Gal Z.
europepmc   +1 more source