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Operations Research, 1958
This paper contains an analysis of a single-server queuing system for which time is treated as a discrete variable. The number of customers arriving within a fixed time interval is assumed to obey a binomial probability distribution. The service times are assumed to be identically distributed and statistically independent but are not otherwise ...
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This paper contains an analysis of a single-server queuing system for which time is treated as a discrete variable. The number of customers arriving within a fixed time interval is assumed to obey a binomial probability distribution. The service times are assumed to be identically distributed and statistically independent but are not otherwise ...
openaire +1 more source
Elements of queuing theory and queuing networks
2016Vasileios Karyotis, M.H.R. Khouzani
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Application of Machine Learning Methods to Solving Problems of Queuing Theory
Communications in Computer and Information Science, 2022Vladimir Vishnevsky +2 more
exaly

