General Bulk Service Queueing System with Multiple Working Vacation
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2013, Vol 4, Issue 9
Abstract
This paper analyses a single server with bulk service queue with general arrival pattern and multiple working vacation period. The model is analyzed by using Embedded Markov Chain technique. The steady state probability distribution at pre arrival epoch and arbitrary epoch are derived and measures like mean queue length are calculated. Finally, through some numerical examples, the parametric effect on the performance measures are discussed and presented graphically.
Authors and Affiliations
M. Jemila Parveen , Dr. M. I Afthab Begum
Keywords
Related Articles
- EP ID EP109780
- DOI -
- Views 92
- Downloads 0
RW-CONTINUOUS MAPS AND RW-IRRESOLUTE MAPS IN TOPOLOGICAL SPACES
In this paper we introduce and study the concept of regular weakly continuity (briefly rw-continuity) and regular weakly irresolute (briefly rw-irresolute) in topological spaces and discuss some of their properties...
Electronic Voting Algorithm and Its Algebraic Formation
Vote security, secrecy and confidence are necessary in any electoral process. Electronic voting is one of the most valuable exploratory areas for the pursuance of a secure e-Government transaction environment. This syste...
Products of Conjugate K-Normal Matrices
In this paper, we discussed properties of conjugate k-normal matrices. The product of k-normal and conjugate k-normal matrices a realso discussed .
Equivariant Estimation of the Parameter of a Location Model Based on General Progressive Type II Right Censored Sample
In this paper, by assuming that a general progressive Type II right censored sample is available, we obtain Minimum Risk Equvariant (MRE) estimator for the parameter of the exponential model in three situations. These ge...
Magic and Bimagic Labeling for Disconnected Graphs
An edge magic total labeling of a graph G V E ( , ) with p vertices and q edges is a bijection f from the set of vertices and edges to 1,2,..., p q such that for every edge uv in E, f u f uv f v ( ) ( ) ( ) ...