Approximate models for a symmetric circuit-switched network with one and two link traffic

Mark Bebbington, Phil Pollett, Dave Singer and Ilze Ziedins

Abstract:

We shall consider a model introduced by Moretta for a symmetric circuit-switched network with one and two link traffic. Since the model is analytically intractible, we shall consider two approximate models which are analogous to those proposed by Gibbens, Hunt and Kelly, and Cramertz and Hunt, for symmetric networks with random alternative routing.

Acknowledgement: This worked was funded by the Australian Research Council and the University of Queensland.

The authors:

• Phil Pollett, Discipline of Mathematics, The University of Queensland. pkp@maths.uq.edu.au
• Mark Bebbington, Department of Statistics, School of Mathematical Information Sciences, Massey University. M.Bebbington@massey.ac.nz
• Dave Singer, Department of Electrical Engineering, Queens University. singer@eleceng.ee.QueensU.CA
• Ilze Ziedins, Department of Mathematics and Statistics, The University of Auckland ziedins@mat.aukuni.ac.nz

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Last modified: 26th December 1995