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THE OPTIMAL CAPACITY OF THE FINITE DAM WITH COMPOUND POISSON INPUTS  

Bae, Jong-Ho (Department of Mathematics, Jeonju University)
Publication Information
Journal of the Korean Statistical Society / v.32, no.1, 2003 , pp. 65-71 More about this Journal
Abstract
We consider the finite dam with compound Poisson inputs which is called M/G/1 finite dam. We assign some costs related to operating the dam and calculate the long-run average cost per unit time. Then, we find the optimal dam capacity under which the average costs is minimized.
Keywords
Finite dam; compound Poisson input; long-run average cost; optimization;
Citations & Related Records
Times Cited By KSCI : 2  (Citation Analysis)
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1 A <TEX>$P^M_λ-policy$</TEX>for an M/G/1 queueing system /
[ Bae, J.;Kim, S.;Lee, E. Y. ] / Applied Mathematical Modelling   ScienceOn
2 Optimal control of a finite dam: Average-cost case /
[ Yeh, L. ] / Journal of Applied Probability   ScienceOn
3 /
[ Ross, S. M. ] / Stochastic Processes
4 Busy periods of Poisson arrival queues with loss /
[ Kim, S.;Bae, J.;Lee, E. Y. ] / Queueing Systems   ScienceOn
5 Optimal control of a dam with a compound Poisson input /
[ Lee, J.;Lee, E. Y. ] / Journal of the Korean Statistical Society   과학기술학회마을
6 A Level crossing approach to the analysis of the analysis of finite dam /
[ Kim, S.;Lee, E. Y. ] / Journal of the Korean Statistical Society   과학기술학회마을
7 Optimal control of finite dams: Discrete (2-stage) output procedure /
[ Faddy, M. J. ] / Journal of Applied Probability   ScienceOn
8 The virtual waiting time of the M/G/1 queue with impatient customers /
[ Bae. J,;Kim, S.;Lee, E. Y. ] / Queueing Systems   ScienceOn