This paper discusses the multicommodity buy-at-bulk network design problem, a problem that occurs naturally in the design of telecommunication and transportation net-works. An underlying graph is given and associated with each edge of the graph, a cost function that represents the price of routing demand along this edge. A set of demands is also given between pairs of vertices each of which needs to be satisfied by paying for sufficient capacity along a path connecting the vertices of the pair. In the multicommodity network design problem the objective is to minimize the cost of satisfying all demands.
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