UID:
almafu_9959327908502883
Format:
1 online resource (345 pages) :
,
illustrations
ISBN:
9780470393956
,
0470393955
,
9780470611340
,
0470611340
,
1848210450
,
9781848210455
,
1282165151
,
9781282165151
Series Statement:
Applied stochastic methods series
Content:
Switching processes, invented by the author in 1977, is the main tool used in the investigation of traffic problems from automotive to telecommunications. The title provides a new approach to low traffic problems based on the analysis of flows of rare events and queuing models. In the case of fast switching, averaging principle and diffusion approximation results are proved and applied to the investigation of transient phenomena for wide classes of overloading queuing networks. The book is devoted to developing the asymptotic theory for the class of switching queuing models which covers models in a Markov or semi-Markov environment, models under the influence of flows of external or internal perturbations, unreliable and hierarchic networks, etc.
Note:
Switching stochastic models -- Switching queueing models -- Processes of sums of weakly-dependent variables -- Averaging principle and diffusion approximation for switching processes -- Averaging and diffusion approximation in overloaded switching queueing systems and networks -- Systems in low traffic conditions -- Flows of rare events in low and heavy traffic conditions -- Asymptotic aggregation of state space -- Aggregation in Markov models with fast Markov switching -- Aggregation in Markov models with fast semi-Markov switching -- Other applications of switching processes -- Simulation examples.
Additional Edition:
Print version: Anisimov, V.V. (Vladimir Vladislavovich). Switching processes in queueing models. London : ISTE ; Hoboken, NJ : Wiley, 2008 ISBN 9781848210455
Language:
English
Keywords:
Electronic books.
DOI:
10.1002/9780470611340
URL:
https://onlinelibrary.wiley.com/doi/book/10.1002/9780470611340
