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Overflow and losses in a network queue with a self-similar input · Study

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ArticleOverflow and losses in a network queue with a self-similar input

Boris Tsybakov2000

Article2000

Overflow and losses in a network queue with a self-similar input

Boris Tsybakov · Nicolas D. Georganas

15 citations·0/0 files stored·Queueing Systems

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Advanced Queuing Theory Analysis Network Traffic and Congestion Control Probability and Risk Models

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References

1995Queueing analysis: A foundation of performance evaluation 1995Large deviations and overflow probabilities for the general single-server queue, with applications 1986Asymptotic Methods in Queueing Theory.2002M|G|∞ input processes: a versatile class of models for network traffic 1997Tail probabilities for M/G/∞ input processes (I): Preliminary asymptotics 1998Queueing at large resources driven by long-tailed M/G/∞-modulated processes

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1999Asymptotic behavior of a multiplexer fed by a long-range dependent processarticle · 3 shared references 1998Queueing at large resources driven by long-tailed M/G/∞-modulated processesarticle · 3 shared references 2005Sample-path large deviations for tandem and priority queues with Gaussian inputsarticle · 3 shared references 1999Subexponential loss rates in a GI/GI/1 queue with applicationsarticle · 3 shared references 2000Overflow behavior in queues with many long-tailed inputsarticle · 3 shared references 2008Performance analysis of a Poisson–Pareto queue over the full range of system parametersarticle · 3 shared references

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Year2000

Typearticle

Published2000-07-01

VenueQueueing Systems

ISSN-L0257-0130

Languageen

Citations15

Files0 public / 0

ShelfAdvanced Queuing Theory Analysis

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doi10.1023/a:1019150312811

openalex_workW1541967644

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