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Queueing Systems, Volume 28
Volume 28, Numbers 1-3, 1998
- Takis Konstantopoulos:
Editorial introduction. 1-5 - Maury Bramson:
Stability of two families of queueing networks and a discussion of fluid limits. 7-31 - James R. Morrison, P. R. Kumar:
On the guaranteed throughput and efficiency of closed re-entrant lines. 33-54 - Sunil Kumar, R. Srikant, P. R. Kumar:
Bounding blocking probabilities and throughput in queueing networks with buffer capacity constraints. 55-77 - Harold J. Kushner:
Heavy traffic analysis of controlled multiplexing systems. 79-107 - Paul Dupuis, Kavita Ramanan:
A Skorokhod Problem formulation and large deviation analysis of a processor sharing model. 109-124 - Kurt Majewski:
Heavy traffic approximations of large deviations of feedforward queueing networks. 125-155 - Anatolii A. Puhalskii, Martin I. Reiman:
A critically loaded multirate link with trunk reservation. 157-190 - Sokratis D. Vamvakos, Venkat Anantharam:
On the departure process of a leaky bucket system with long-range dependent input traffic. 191-214 - Takis Konstantopoulos, Si-Jian Lin:
Macroscopic models for long-range dependent network traffic. 215-243 - Nick G. Duffield:
Queueing at large resources driven by long-tailed M/G/Y-modulated processes. 245-266 - Ayalvadi J. Ganesh, Peter Green, Neil O'Connell, Susan Pitts:
Bayesian network management. 267-282 - Catherine Rainer, Ravi Mazumdar:
A note on the conservation law for continuous reflected processes and its application to queues with fluid inputs. 283-291
Volume 28, Number 4, 1998
- John A. Buzacott, Dinah W. Cheng:
Improved bounds for queues with delayed arrivals. 295-316 - Laurent Massoulié:
Large deviations ordering of point processes in some queueing networks. 317-335 - Ger Koole, Rhonda Righter:
Optimal control of tandem reentrant queues. 337-347 - Zhi-Li Zhang:
Large deviations and the generalized processor sharing scheduling for a multiple-queue system. 349-376 - Xiuli Chao, Masakiyo Miyazawa, Richard F. Serfozo, Hiroyuki Takada:
Markov network processes with product form stationary distributions. 377-401
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