Abstract
It is generally recognized that the current routing scheme of Internet suffers from serious scalability problems. In this paper, we work with the abstract but 'Internet-like' network model consisting of an infinite-variance power-law random graph (IVPLRG) and adopt the idea of a routing scheme proposed by Carmi, Cohen and Dolev (C-C-D). The scheme fits very naturally to the spontaneously emerging 'soft hierarchy' architecture on an IVPLRG. The use of multiple addresses is studied as a solution to the inflexibility of the pure C-C-D scheme. A new mean-field methodology is introduced for the efficient computation of relevant quantitative characteristics.
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