Myron Hlynka's Queueing Theory Page
This Queueing Theory web site contains information on Queueing Theory collected
by Dr. Myron Hlynka , of the University of Windsor, in Windsor, Ontario,
Canada. It includes a list of books on queueing theory, a list of home
pages and a list of e-mail addresses of queueing theorists.
If you
would like to make corrections or add information, or suggest a new topic
related to queueing, please e-mail Dr. Hlynka at
hlynka @uwindsor.ca
URL is http://web2.uwindsor.ca/math/hlynka/queue.html
Last update:
February 14, 2011.
Edward Hicks' "Noah's Ark" (a very early queue)
Topics
NEWS:
- July 24, 2011. (from Xavier Lagrange)
We developped in my university a software related to queuing systems:
VISTAD. It is not a software to find solutions to some queuing problems
but a tool for teaching : VISTAD is a simulator with a user-friendly
interface. You can compare the results given by classical formulae
(Erlang B, Erlang C) with simulation results.
You can find it at:
http://formations.telecom-bretagne.eu/vilab/virtual-labs/vistad-english/
(it's a Java applet)
- Dec. 22, 2010.
The 2009 3rd edition (2010 reprint) of J. Medhi's
Stochastic Processes is published by New Age International (P)
Ltd. Publishers. The Reprint is dedicated in memory of Dr J. Medhi's
parents- KADAMBARI (Mother) and BINANDI CHANDRA MEDHI(Father)
A quote from Marcel Neuts: "Professor Medhi's book belongs on the desk,
rather than on the shelf, of every person who uses probability in his or
her job."
For details, search under "Medhi" at
http://www.newagepublishers.com
- (December 14, 2010) From B. Van Houdt:
The QMAM tool consists of a set of MATLAB functions (i.e., .m files)
to compute the queue length, waiting time and delay distribution of
various queueing systems of infinite size. It includes amongst others
implementations of the following queueing models both in discrete and
continuous time: PH/PH/1, MAP/MAP/1, MAP/M/c, MAP/D/c, RAP/RAP/1,
MMAP[K]/PH[K]/1, MMAP[K]/SM[K]/1, SM[K]/PH[K]/1. State-of-the-art
solution techniques are used to solve these models effciently.
The QMAM functions rely on the SMCSolver MATLAB tool (also available
on this webpage) for solving QBD-, M/G/1- and GI/M/1-type Markov
chains.
http://win.ua.ac.be/~vanhoudt/
- Queueing Theory Calculator. (added Sept. 22, 2010).
http://www.supositorio.com/rcalc/rcalclite.htm
- September 15-18, 2010.
7th International Conference on Quantitative Evaluation of SysTems (QEST)
2010. Contributions in the area of queueing are in the scope of the conference.
http://www.qest.org/qest2010/
- August 26-28, 2010 CanQueue Conference. Hecla Island, Manitoba.
http://www.ece.umanitoba.ca/canqueue2010/index.html
UPCOMING QUEUEING CONFERENCES
- July 25, 2011. AMMCS Conference. Wilfrid Laurier University, Waterloo, Ontario.
Sessions on queueing theory.
http://www.ammcs2011.wlu.ca/SS-AQT.html
http://www.ammcs2011.wlu.ca/AMMCS-2011-Conference-Program-Online.pdf
- August 1-5, 2011. Conference in Honour of Søren Asmussen
New Frontiers in Applied Probability. Sønderborg, Denmark
http://www.thiele.au.dk/events/conferences/2011/asmussen
- August 23-26, 2011.
6th International Conference on Queueing Theory and Network Applications
(QTNA2011) Seoul, Korea.
http://math.korea.ac.kr/~qtna2011/index.html
- August 26-28, 2011. CanQueue 2011: 13th Annual Conference for Canadian Queueing Theorists and Practitioners.
BIRS. Banff International Research
Station. Banff, Alberta.
http://www.birs.ca/events/2011/2-day-workshops/11w2154
-
June 28-30, 2012.
9th International Workshop on
Retrial Queues. Pablo de Olavide University, Seville,
Spain.
E-mail: 9th_wrq@upo.es
Web page:
http://www.upo.es/9th_wrq/
Links to Queueing Related Material
Acknowledgements
Dr. Hlynka recognizes funding from the University
of Windsor which assists in his queueing theory research.