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The article is devoted to the evaluation of fractal properties of routing data in computer large scale networks. Implemented the study of percolation network topological structures of large dimension and made their transformation into fractal macrostructure. An example of calculating the fractal dimension of the data path for the boundary of the phase transition between the states of network connectivity. The dependence of the fractal dimension of the percolation cluster on the size of the square δ-cover and conductivity value network of large dimension. It is shown that for the value of the fractal dimension of the route 5 1. d C ≈ , network has a stable dynamics of development and size of clusters are optimized with respect to the current load on the network.

Estimation of Data Transfer Routes Fractal Dimension in Large Scale Networks