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An Approximate Model of the Full-Availability Group with Multi-Rate Traffic and Finite Source Population.
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An Approximate Model of the Full-Availability Group with Multi-Rate Traffic and Finite Source Population. (2004)An Approximate Model of the Full-Availabi…Modelling of systems with overflow multi-rate traffic and finite number of traffic sources (2008)Modelling of systems with ove…Introduction to Congestion Theory in Telephone Systems. (1962)Blocking in a Shared Resource Environment (1981)On the Steady-State Distribution in a Service Facility Carrying Mixtures of Traffic with Different Peakedness Factors and Capacity Requirements (1983)
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  • 2008Modelling of systems with overflow multi-rate traffic and finite number of traffic sources17 cited

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