QUEUEING THEORY IN SOLVING TELE-TRAFFIC PROBLEM
Information technology has made the world a global village and tele communication plays an indispensible role in this. Queues are predominant features in information processing and transfer. This work examines queue model in relation to telecommunication transfer/ processing problems. Some of the prevalent questions in tele-traffic are “how do we minimize time wastage (how long do I wait?) in the system and what will be the effect on waiting time if the number of operations are altered. In this work, tele-traffic problem was formulated and solution established through a model. Focasting ideas were also suggested. The queue theory has been applied to answer the above questions. The model has shown increased service satisfaction and in turn minimizes cost.
Adeniran, S. A., Omolayo,M.I., Adenola,A. and Emetare.M.E.(2021) A short review of Queuing theory as deterministic tool in sustainable Tele-communication system. Artificial Intelligence –A.I.- global portal.
Afolalu,S.A.,Babaran,K.O.,Ongbali,S.O.,Abioye,A.H.,Adejuyigbe,S.B. and Ademola, A.(2019) Overview impact of application of Queuing theory model on productivity performance in a banking sector. Journal of Physics series J, Physics Conference series 1378, 032033
Asmissen, S.(1987)Applied probability and Queuing theory. New York, John Wiley and Sons publishers.
Boroukor, A.A.(1976) Stochastic processes in Queuing theory. New York, Springer Veley publishing.
Brandwuyn, A and Yow, Y.K.(1998) An approximation method for queue with blocking. American Journal of Operations Research. Volume 5 pp73-83
Chikwendu,C.R. and Okoye,E.O. (2016) Optimal design of a queuing system: A case study of mobile communication system in Nnamdi Azikiwe University Awka. International Journal of Science and Technology Volume 2 issue2.
Cidon I.,Guerin,R.,Khamisy,A and Sidi,M.(2022) Analysis of correlated queue in a communication system,. IEEE transaction Volume 39 Issue 2.
Dar drecht K.(1992) Encyclopedia of Mathematics. Volume 8. An Updated and annotated translation of the Soviet Mathematical Encyclopaedia,Kluwer Academic publishers.
Dash G.H. and Kajiji, N.M. (1998) Operations Research software Volume 1 Illinois, Irvin publishers Homwwood
Hamburg,M.(1991) Statistical Analysis for decision making , 5th Edition, Sandiego. Harcourt Basic Jovanovah publishers.
Harris,T.E.(1997) The theory of Branching Processes. Berlin. Springer publishers.
Kobayashi,H and Konhein, A.G. (1977) Queuing Models for Computer communication system analysis. IEEE Transactions on Communication. 25(1) : 2-29 IEE Explore.
Pankop,Z., Anthony,B.,James,B. Peter,D. and Zahir,T. (2017) Queuing application to communication system; control of traffic flow and loading. Springer Handbook of Engineering Statistics, Springer Handbook series pp 991-1022.
Taha, H.H.(2006) Operations Research-An introduction.7th Edition Delhi. Prentice- Hall of India private Ltd.
Trederich, S.H. and Geraid, J.L. (2008) Introduction to Operations Research; concepts and cases. 6th and 8th Edition. New Delhi. Tata McGraw-Hill publishing company Ltd.
Zhiqlang,X., Jin, L., Zi,L. and Yanphig, Z.(2015) Queue theory based Service – section communication bandwidth calculation for power distribution and utilization of smart grid. IEEE 8th International conference ieeexplore.ieee.org.
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