Mobile Telecommunication Systems and Generalized Erlang Loss Formula(Fundamental Theories for Communications)

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概要

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• This paper studies a cellular system with mobile customers. The network system consists of cells, the tagged cell and the adjacent cells which surround the tagged one. Each cell has a finite number of channels that give calls to the mobile customers. The service (holding) time distribution of the calls is general. Customers in the adjacent cells inflow into the tagged cell according to a Poisson process. The sojourn time distribution of each customer in the tagged cell is general. Each customer without call in progress generates his call according to a Poisson process. It is proved that the steady state distribution in the tagged cell is the generalized Erlang loss formula which is the joint distribution of the number of customers with calls and the number of customers without calls. The distribution depends on the service time distribution and the sojourn time distribution only through their means.

• 2005-01-01

著者

• Machihara Fumiaki

  The Department Of Information Sciences Tokyo Denki University

関連論文

• Mobile Telecommunication Systems and Generalized Erlang Loss Formula(Fundamental Theories for Communications)

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