Knowledge base: Warsaw University of Technology

Settings and your account

Back

ADVANCES IN MATHEMATICS RESEARCH

Editors:

  • Albert R. Baswell

Abstract

We present the problems that arise when calculating the moments of service time probability distributions for which the M|G|∞ queue system busy period and busy cycle-an idle period followed by a busy period-time length probability distributions become very easy to study, and show how to overcome them. We also, calculate the renewal function, the “peakedness,” and the “modified peakedness” for the M|G|∞ busy period and busy cycle time length in the case of those service time distributions.

Record ID
WUT62eb38535cb34a8c96dae903d421d397
Book type
Monograph
Editor
Albert R. Baswell Albert R. Baswell,, Undefined Affiliation
Total number of authors and editors (monograph level)
19
Pages
207
Publication size in sheets
10.35
ISBN
978-1-53617-246-1
Issue year
2020
Vol
27
Language
(en) English
Score (nominal)
5
Score source
publisherList
book.scoring
Ministerial score = 5.0, 14-07-2021, MonograhOrBookMainLanguagesEditor

Cite


Uniform Resource Identifier
https://repo.pw.edu.pl/info/book/WUT62eb38535cb34a8c96dae903d421d397/
URN
urn:pw-repo:WUT62eb38535cb34a8c96dae903d421d397

* presented citation count is obtained through Internet information analysis and it is close to the number calculated by the Publish or PerishOpening in a new tab system.


Confirmation
Are you sure?
Report incorrect data on this page
clipboard