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A Non-stationary Analysis of Erlang Loss Model · Study

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ChapterA Non-stationary Analysis of Erlang Loss Model

Amit Kumar Singh2020

Chapter2020

A Non-stationary Analysis of Erlang Loss Model

Amit Kumar Singh · Dilip Senapati · Sujit Bebortta · Nikhil Kumar Rajput

9 citations·0/0 files stored·Advances in intelligent systems and computing

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Advanced Queuing Theory Analysis Probability and Statistical Research Age of Information Optimization

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References

1977Fundamentals of Queueing Theory.1991The Pointwise Stationary Approximation for Queues with Nonstationary Arrivals 1994An Analysis of the Modified Offered-Load Approximation for the Nonstationary Erlang Loss Model 2002The Analysis of Queues with Time-Varying Rates for Telecommunication Models 2014NONSTATIONARY LOSS QUEUES VIA CUMULANT MOMENT APPROXIMATIONS 2008Nonstationary analysis of the loss queue and of queueing networks of loss queues 2006Time-dependent analysis of virtual waiting time behaviour in discrete time queues 2006The Nonstationary Loss Queue: A Survey

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Year2020

Typechapter

Published2020-10-29

VenueAdvances in intelligent systems and computing

ISSN-L2194-5357

Languageen

Citations9

Files0 public / 0

ShelfAdvanced Queuing Theory Analysis

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doi10.1007/978-981-15-6584-7_28

openalex_workW3097471325

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