Solving semi-open queuing networks

Operations Research

Volumn 57, Issue 2, 2009, Pages 391-401

  Jia, Jing ^a,b   Heragu, Sunderesh S ^a,b  

^a Federal Service for Surveillance on Consumer Rights Protection and Human Well Being   (United States)

^b University of Louisville   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

APPROXIMATION METHODS; MATRIX-GEOMETRIC METHODS; MULTI CLASS; NUMERICAL RESULTS; PRODUCT FORMS; QUEUING NETWORKS; TANDEM CONFIGURATIONS;

APPROXIMATION THEORY; QUEUEING NETWORKS; QUEUEING THEORY; SIGNAL FILTERING AND PREDICTION;

PALLETS;

EID: 65349168944     PISSN: 0030364X     EISSN: 15265463     Source Type: Journal    
DOI: 10.1287/opre.1080.0627     Document Type: Article

References (24)

1. Altiok. T. 1985. On the phase-type approximations of general distributions. ITE Trans. 17(2) 110-116.
2. Avi-Itzhak, B., D. Heyman. 1973. Approximate queueing models for multiprogramming computer systems. Open Res. 21(6) 1212-1230.
3. Basket, R, K. Chandy, R. Muntz, F. Palacios. 1975. Open, closed, and mixed networks of queues with different classes of customers. J. ACM 22(2) 248-260.
4. Baynat, B., Y. Dallery. 1993. A unified view of product-form approximation techniques for general closed queueing networks. Performance Eval. 18(3) 205-224.
5. Baynat, B., Y. Dallery. 1996. A product-form approximation method for general closed queueing networks with several classes of customers. Performance Eval. 24(3) 165-188.
6. Brandwajn, A. 1982. Fast approximate solution of multiprogramming models. ACM SIGMETRICS Performance Eval. Rev. 11(4) 141-149.
7. Brandwajn, A. 1985. Equivalence and decomposition in queueing systems-A unified approach. Performance Eval. 5(3) 175-186.
8. Buitenhek, R. 1998. Performance evaluation of dual resource manufacturing systems. Ph.D. thesis. Beta Research Institute, University of Twente, Enschede, The Netherlands.
9. Buitenhek, R., G. van Houtum, H. Zijm. 2000. AMVA-based solution procedures for open queueing networks with population constraints. Ann. Open Res. 93(1-4) 15-10.
10. Buzacott, J., J. Shanthikumar. 1980. Models for understanding flexible manufacturing systems. AHE Trans. 12(4) 339-350.
11. Dallery, Y. 1990. Approximate analysis of general open queueing networks with restricted capacity. Performance Eval. 11(3) 209-222.
12. Heragu, S., M. Srinivasan. 2008. Analysis of manufacturing systems via semi-open queueing networks. Working paper, University of Louisville, Louisville, KY.
13. Jia, J. 2005. Semi-open queueing network analysis. Ph.D. thesis, Rensselaer Polytechnic Institute, Troy, NY.
14. Lazowska. E., J. Zahorjan. 1982. Multiple class memory constrained queueing networks. ACM SIGMETRICS Performance Eval. Rev. 11(4) 130-140.
15. Marie, R. 1979. An approximate method for general queueing networks. IEEE Trans. Software Engrg. 5(5) 530-538.
16. k/l/N queues. ACM SIGMETRICS Performance Eval. Rev. 9(2) 117-125.
17. Marie, R., G. Rubino. 1986. An approximation for a multiclass · /M/FIFO queue imbedded in a closed queueing network. J. Systems Software 6(1) 31-39.
18. Neuse, D., K. Chandy. 1982. HAM: The heuristic aggregation method for solving general closed queueing network models of computer systems. ACM SIGMETRICS Performance Eval Rev. 11(4) 195-212.
19. Neuts, M. 1980. Matrix-Geometric Solutions in Stochastic Modeling. The Johns Hopkins University Press, Baltimore.
20. Perros, H., Y. Dallery, G. Pujolle. 1992. Analysis of a queueing network model with class dependent window flow control. INFOCOM '92: Eleventh Annua! Joint Conf. IEEE Comput. Comm. Societies, Vol. 2. IEEE, Florence, Italy, 968-977.
21. Riska, A., V. Diev, E. Smirni. 2004. An EM-based technique for approximating long-tailed data sets with PH distributions. Performance Eval. 55(1-2) 147-164.
22. Thomasian, A., P. Bay. 1984. Analytic solution of an integrated performance model of a computer communication network with window flow control. ACM SIGCOMM Comput. Comm. Rev. 14(2) 225-232.
23. Whitt, W. 1983. The queueing network analyzer. Bell Systems Tech. J. 62(9) 2779-2815.
24. Yao, D., J. Buzacott. 1986. The exponentialization approach to flexible manufacturing system models with general processing times. Eur. J. Oper. Res. 24(1) 410-416.