Cellular mobile networks with repeated calls operating in random environment

Computers and Operations Research

Volumn 37, Issue 7, 2010, Pages 1158-1166

  Artalejo, J R ^a   Lopez Herrero, M J ^a  

^a UNIVERSIDAD COMPLUTENSE DE MADRID   (Spain)

Author keywords

Guard channels; Queueing; Random environment; Retrials

Indexed keywords

CELLULAR MOBILE NETWORKS; CELLULAR NETWORK; DESCRIPTORS; ENVIRONMENT CONDITIONS; ENVIRONMENTAL FACTORS; GUARD CHANNELS; HANDOVER; IN-ORBIT; MARKOVIAN MODEL; MATRIX; MOBILE CELLULAR NETWORKS; NUMERICAL EVALUATIONS; OPERATING ENVIRONMENT; PERFORMANCE ANALYSIS; PROPER MODELING; RANDOM ENVIRONMENT; WAITING-TIME;

BLOCKING PROBABILITY; CELLULAR NEURAL NETWORKS; CELLULAR TELEPHONE SYSTEMS; MARKOV PROCESSES; WIRELESS TELECOMMUNICATION SYSTEMS;

WIRELESS NETWORKS;

EID: 70649107760     PISSN: 03050548     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.cor.2009.01.011     Document Type: Article

References (21)

1. Ajmone M.M., De Carolis G., Leonardi E., Lo Cigno R., and Meo M. Efficient estimation of call blocking probabilities in cellular mobile telephony networks with customer retrials. IEEE Journal on Selected Areas in Communications 19 (2001) 332-346
2. Economou A, Lopez-Herrero MJ. Performance analysis of a cellular mobile network with retrials and guard channels using waiting and first passage time measures. European Transactions on Telecommunications, 2009, in press doi:10.1002/ett.1294.
3. Tran-Gia P., and Mandjes M. Modeling of customer retrial phenomenon in cellular mobile networks. IEEE Journal on Selected Areas in Communications 15 (1997) 1406-1414
4. Guérin R. Queueing-blocking system with two arrival streams and guard channels. IEEE Transactions in Communications 36 (1988) 153-163
5. Pla V., and Casares-Giner V. Analysis of priority channel assignment schemes in mobile cellular communication systems: a spectral theory approach. Performance Evaluation 59 (2005) 199-224
6. Liu X., and Fapojuwo A.O. Performance analysis of hierarchical cellular networks with queueing and user retrials. International Journal of Communications Systems 19 (2006) 699-721
7. Machihara F., and Saitoh M. Mobile customers model with retrials. European Journal of Operational Research 189 (2008) 1073-1087
8. Artalejo J.R., and Gomez-Corral A. Retrial queueing systems: a computational approach (2008), Springer, Berlin
9. Falin G.I. Templeton JGC. Retrial queues (1997), Chapman & Hall, London
10. Gaver D.P., Jacobs P.A., and Latouche G. Finite birth-and-death models in randomly changing environments. Advances in Applied Probability 16 (1984) 715-731
11. Kim C.S., Klimenok V.I., Lee S.C., and Dudin A.N. The BMAP / PH / 1 retrial queueing system operating in random environment. Journal of Statistical Planning and Inference 137 (2007) 3904-3916
12. Neuts M.F. Matrix-geometric solutions in stochastic models (1981), The John Hopkins University Press, Baltimore
13. Roszik J., Sztrik J., and Virtamo J. Performance analysis of finite-source retrial queues operating in random environments. International Journal of Operational Research 2 (2007) 254-268
14. Alfa A.S., and Li W. PCS networks with correlated arrival process and retrial phenomenon. IEEE Transactions on Wireless Communications 1 (2002) 630-637
15. Latouche G., and Ramaswami R. Introduction to matrix analytic methods in stochastic modeling (1999), ASA-SIAM, Philadelphia
16. Artalejo J.R., and Lopez-Herrero M.J. A simulation study of a discrete-time multiserver retrial queue with finite population. Journal of Statistical Planning and Inference 137 (2007) 2536-2542
17. Falin G.I. A multiserver retrial queue with a finite number of sources of primary calls. Mathematical and Computer Modelling 30 (1999) 33-49
18. Falin G.I., and Artalejo J.R. A finite source retrial queue. European Journal of Operational Research 108 (1998) 409-424
19. Li QL. Constructive theory in stochastic models with applications: the RG-factorizations. Berlin: Springer, in press.
20. Artalejo J.R., and Chakravarthy S.R. Algorithmic analysis of the MAP / PH / 1 retrial queue. Top 14 (2006) 293-332
21. Economou A. A characterization of product-form stationary distributions for queueing systems in random environment. International Journal of Simulation 4 (2003) 24-31