Controlling rates in a double-ended bulk queue.

Madhu Jain; G. C.  Sharma; Karbi Dey Biswas

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Controlling rates in a double-ended bulk queue.

Author(s)

Madhu Jain Department of Mathematics, Institute of Basic Science, Khandari, Agra, India

G. C. Sharma Department of Mathematics, Institute of Basic Science, Khandari, Agra, India

Karbi Dey Biswas Department of Mathematics, Institute of Basic Science, Khandari, Agra, India

Abstract

A double ended bulk-queue with Poisson-arrival is examined in a situation where the rates depend (in a restricted way) on both the time and the state of the system. In this investigation, the distribution of the difference in queue-sizes for each member of a large class of controlled strategies is analysed. Using Laplace transforms of the generating functions of the process for different strategies, it is established that under some circumstances, the rate can be controlled.

Publication Details

Page(s) 1-5

DOI DOI not available

Published Journal: Journal of Engineering and Applied Sciences, Volume: 23, Issue: 2, Year: 2004

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