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Discrete product inventory control system with positive service time and two operation modes
 
PIIS000523100001454-3-1
DOI10.31857/S000523100001454-3
Publication type Article
Status Published
Authors
D. Shajin 
Affiliation:
Address: Russian Federation
A. Krishnamoorthy
Affiliation: Department of Mathematics, University of Science and Technology
Address: India, Cochin
R. Razumchik
Affiliation:
The Institute of Informatics Problems of the Russian Academy of Sciences (IPI RAN)
The Peoples' Friendship University of Russia
Address: Russian Federation, Moscow
B. Benny
Affiliation: Department of Mathematics, University of Science and Technology
Address: India, Cochin
Journal nameAvtomatika i Telemekhanika
EditionIssue 9
Pages59-78
Abstract

  

Keywords
Received05.10.2018
Publication date11.10.2018
Number of characters825
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1. Sigman K., Simchi-Levi D. Light traffic heuristic for an M/G/1 queue with limited inventory // Ann. Oper. Res. 1992. V. 40. P. 371–380.
2. Melikov A.A., Molchanov A.A. Stock Optimization in Transport/Storage // Cybernet. Syst. Anal. 1992. V. 28. No. 3. P. 484–487.
3. Schwarz M., Sauer C., Daduna H., Kulik R., Szekli R. M/M/1 queueing systems with inventory // Queueing Syst. Theory Appl. 2006. V. 54. P. 55–78.
4. Saffari M., Asmussen S., Haji R. The M/M/1 queue with inventory, lost sale and general lead times // Queueing Syst. Theory Appl. 2013. V. 75. P. 65–77.
5. Schwarz M., Wichelhaus C., Daduna H. Product form models for queueing networks with an inventory // Stochast. Models. 2007. V. 23. No. 4. P. 627–663.
6. Krishnamoorthy A., Lakshmy B., Manikandan R. A survey on Inventory models with positive service time // OPSEARCH. 2011. V. 48. No. 2. P. 153–169.
7. Anbazhagan N., Vigneshwaran B., Jeganathan K. Stochastic Inventory System with two types of services // Int. J. Adv. Appl. Math. Mech. 2014. V. 2. No. 1. P. 120–127.
8. Krishnamoorthy A., Benny B., Shajin D. A Revisit to Queueing-Inventory System with Reservation, Cancellation and Common Life Time // OPSEARCH. 2017. V. 54. No. 2. P. 336–350.
9. Shajin D., Benny B., Deepak T., Krishnamoorthy A. A Relook at Queueing Inventory model with Reservation, Cancellation and Common life time // Commun. Appl. Anal. 2016. V. 20. No. 4. P. 545–574.
10. Krishnamoorthy A., Shajin D. Stochastic Decomposition in Retrial Queueing Inventory System // Proc. 11th Int. Conf. on Queueing Theory and Network 
Applications. 2016. P. 1–4.
11. Baek J.W., Moon S.K. The M/M/1 queue with a production inventory system and lost sales // Appl. Math. Comput. 2014. V. 233. P. 534–544.

12. Krenzler R., Daduna H. Loss systems in a random environment: steady-state analysis // Queueing Syst. Theory Appl. 2014. V. 80. No. 1–2. P. 127–153.
13. Krishnamoorthy A., Shajin D., Lakshmy B. Product form solution for some queueinginventory supply chain problem // OPSEARCH. 2016. V. 53. No. 1. P. 85–102.
14. Krishnamoorthy A., Manikandan R., Shajin D. Analysis of multi-server queueinginventory system // Adv. Oper. Res. 2015. V. 2015. P. 1–16.

15. Krishnamoorthy A., Manikandan R., Lakshmy B. A revisit to queueing-inventory system with positive service time // Ann. Oper. Res. 2013. V. 233. No. 1. P. 221–236.
16. Shnurkov P., Melnikov R. Analysis of the Problem of Continuous-Product Inventory Control under Deterministic Lead Time // Autom. Remote Control. 2008. V. 69. No. 10. P.1734–1751.
17. Neuts M.F. Matrix-geometric solutions in stochastic models. An algorithmic approach. Baltimore: The Johns Hopkins University Press, 1981.
18. El-Taha M., Stidham S. Sample-path analysis of queueing Systems. N.J.: Springer,1999.

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