An $$M/E_{K}/1/N$$ M / E K / 1 / N Queueing-Inventory System with Two Service Rates Based on Queue Lengths

Author:

Jeganathan K.,Reiyas M. Abdul,Padmasekaran S.,Lakshmanan K.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference30 articles.

1. Arivarignan, G., Elango, C., Arumugam, N.: A continuous review perishable inventory control system at service facilities. In: Artalejo, J.R., Krishnamoorthy, A. (eds.) Advances in Stochastic Modelling, pp. 19–40. Notable Publications, Inc., New Jersey (2002)

2. Arivarignan, G., Sivakumar, B.: Inventory system with renewal demands at service facilities. In: Srinivasan, S.K., Vijayakumar, A. (eds.) Stochastic Point Processes, pp. 108–123. Narosa Publishing House, New Delhi (2003)

3. Arrow, K.J., Harris, T., Marschak, J.: Optimal inventory policy. Econometrica 19, 250–272 (1951)

4. Bae, J., Kim, S., Lee, E.Y.: A $$P_{\lambda }^{M}$$ P λ M -policy for an $$M/G/1$$ M / G / 1 queueing system. Appl. Math. Model. 26, 929–939 (2002)

5. Bae, J., Jongwoo, Lee, E.Y.: An optimal service rate in a Poisson arrival queue with two-stage service policy. Math. Methods Oper. Res. 58(3), 477–482 (2003)

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