@article { author = {Dhakad, M. R. and Jain, Madhu}, title = {Maximum Entropy Analysis for G/G/1 Queuing System (TECHNICAL NOTE)}, journal = {International Journal of Engineering}, volume = {16}, number = {2}, pages = {163-170}, year = {2003}, publisher = {Materials and Energy Research Center}, issn = {1025-2495}, eissn = {1735-9244}, doi = {}, abstract = {This paper provides steady state queue-size distribution for a G/G/1 queue by using principle of maximum entropy. For this purpose we have used average queue length and normalizing condition as constraints to derive queue-size distribution. Our results give good approximation as demonstrated by taking a numerical illustration. In particular case when square coefficient of variation of inter-arrival time is equal to one, the average queue length provided tallies with the results for M/G/1 model. Other particulars cases have also been deduced which match with already existing results.}, keywords = {Queue,G/G/1,Maximum Entropy,Queue Length,Lagrange’s Principle,Information Theory}, url = {https://www.ije.ir/article_71440.html}, eprint = {https://www.ije.ir/article_71440_dded14f4d948e95debbb9c2be4e3e6ca.pdf} }