Title of article
RELIABILITY ANALYSIS OF M/G/1 REPAIRABLE QUEUEING SYSTEM WITH MULTIPLE ADAPTIVE VACATIONS AND p-ENTERING DISCIPLINE
Author/Authors
Cheng, Jiang Sichuan Normal University - School of Mathematics Software Science, China , Cheng, Jiang , Southwest University for Nationalities - College of Computer Science and Technology, China , Tang, Yinghui Sichuan Normal University - School of Mathematics Software Science, China
From page
105
To page
114
Abstract
This paper considers the reliability of an M/G/1 queue with multiple adaptive vacations in which the arriving customers enter the system with probability p (0＜p≤1) during vacations. Through appropriate assumptions, the model is studied by the total probability decomposition technique and the tool of Laplace transform. Some reliability indices are studied. Moreover, we give some numerical examples to observe the effect of various parameters on the reliability indices.
Keywords
Reliability , Multiple adaptive vacations , Queue , p , entering discipline
Journal title
mathematical and computational applications
Journal title
mathematical and computational applications
Record number
2569220
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