F P Kelly, S. Zachary, I. Ziedins

Stochastic Networks

Theory and Applications

• Gebundenes Buch

Produktbeschreibung

The theory of stochastic networks is an important and rapidly developing research area, driven in part by industrial applications in the design and control of modern communications and manufacturing networks. This volume is a collection of papers written by leading researchers in the field, providing a comprehensive survey of current research and the very latest developments. Areas covered include the mathematical modeling and optimal control of queuing and loss networks; the use of large deviations theory and effective bandwidth concepts in analysis and control; and the statistical modeling and analysis of network data. The book also contains a comprehensive bibliography of the statistical literature on long-range dependence and self-similarity in network traffic and other scientific and engineering applications, which will be welcomed by researchers in universities, research institutes and industry.

---

Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.

Produktdetails

• Verlag: Oxford University Press
• Seitenzahl: 378
• Erscheinungstermin: 31. Oktober 1996
• Englisch
• Abmessung: 244mm x 164mm x 32mm
• Gewicht: 670g
• ISBN-13: 9780198523994
• ISBN-10: 0198523998
• Artikelnr.: 21507433

Inhaltsangabe

* 1: Maury Bramson: Convergence to equilibria for fluid models of FIFO
and processor sharing queueing networks
* 2: Gideon Weiss: Optimal draining of fluid re-entrant lines: some
solved examples
* 3: Ruth J. Williams: On the approximation of queueing networks in
heavy traffic
* 4: J. Michael Harrison: The BIGSTEP approach to flow management in
stochastic processing networks
* 5: Neil O'Connell: Queue lengths and departures at single-server
resources
* 6: Kurt Majewski: Large deviations of stationary reflected Brownian
motions
* 7: Thomas G. Kurtz: Limit theorems for workload input models
* 8: Frank Kelly: Notes on effective bandwidths
* 9: R.J. Gibbens: Traffic characterisation and effective bandwidths
for broadband network traces
* 10: Susan M. Pitts: Nonparametric estimation for quantities of
interest in queues
* 11: Stan Zachary: The asymptotic behaviour of large loss networks
* 12: Iain MacPhee and Ilze Ziedins: Admission controls for loss
networks with diverse routing
* 13: Murat Alanyali and Bruce Hajek: On load balancing in Erlang
networks
* 14: Suzanna P. Evans: Analysing system behaviour on different
timescales
* 15: R. Garbe and K.D. Glazebrook: Optimal returns and suboptimality
bounds for systems satisfying generalised conservation laws
* 16: Ram Chakka and Isi Mitrani: Approximate solutions for open
networks with breakdowns and repairs
* 17: Stationary ergodic Jackson networks: results and
counter-examplesFrancois Baccelli, Serguei Foss, and Jean Mairesse
* 18: T. Mountford and B. Prabhakar: The Cesaro limit of departures
from certain ./GI/1 queueing tandems
* 19: Yu M. Suhov and D.M. Rose: The Poisson-independence hypothesis
for infintely-growing fully-connected packet-switching networks
* 20: Walter Willinger, Murad S. Taqqu, and Ashok Erramilli: A
bibliographical guide to self-similar traffic and performance
modeling for modern high-speed networks