Journal of the Korean Statistical Society

The Korean Statistical Society (한국통계학회)
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THE OPTIMAL CAPACITY OF THE FINITE DAM WITH COMPOUND POISSON INPUTS

  • Bae, Jong-Ho (Department of Mathematics, Jeonju University)
  • Published : 2003.03.01
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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

References

  1. Queueing Systems v.38 The virtual waiting time of the M/G/1 queue with impatient customers Bae. J,;Kim, S.;Lee, E. Y.
  2. Applied Mathematical Modelling v.26 A $P^M_λ-policy$for an M/G/1 queueing system Bae, J.;Kim, S.;Lee, E. Y.
  3. Journal of Applied Probability v.11 Optimal control of finite dams: Discrete (2-stage) output procedure Faddy, M. J.
  4. Queueing Systems v.39 Busy periods of Poisson arrival queues with loss Kim, S.;Bae, J.;Lee, E. Y.
  5. Journal of the Korean Statistical Society v.31 A Level crossing approach to the analysis of the analysis of finite dam Kim, S.;Lee, E. Y.
  6. Journal of the Korean Statistical Society v.26 Optimal control of a dam with a compound Poisson input Lee, J.;Lee, E. Y.
  7. Stochastic Processes Ross, S. M.
  8. Journal of Applied Probability v.22 Optimal control of a finite dam: Average-cost case Yeh, L.