This paper presents a mathematical programming approach to the problem of economic optimisation of alternate routing networks. This is done in terms of junction costs and the traffic carrying and overflowing properties of the chains involved in routing traffic between the exchenges. A precise mathematical formulation is given and the solution by means of a convex programming technique is clarified by examples.
An application of mathematical programming to alternate routing
Z ATR AUSTRALIAN TELECOMMUN. RES. ; 4 , 2 ; 20-27
1970
8 Seiten, 2 Bilder, 10 Tabellen, 6 Quellen
Article (Journal)
English
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