Asymptotic Analysis of a Complete Communication Network with a Large Number of Points and Bypass Routes

The article obtains asymptotic values as $N\to\infty$ of some characteristics of a complete communication network with $N$ points and bypass routes. In particular, it is shown that for certain parameter values and $N\to\infty$ there is a “phase transition of Van der Waals type” in the network. The approach is based on the “hypothesis of conservation of chaos” in the network as $N\to\infty$.