A. N. Samukhin

Size-dependent degree distribution of a scale-free growing network.

We show that the connectivity distributions

Giant strongly connected component of directed networks.

P(k,t)

Principles of statistical mechanics of uncorrelated random networks

of scale-free growing networks (

Metric structure of random networks

t

Laplacian spectra of, and random walks on, complex networks: are scale-free architectures really important?

is the network size) have the generic scale -- the cut-off at

Multifractal properties of growing networks

k_{cut} \sim t^\beta

Structure of growing networks with preferential linking.

. The scaling exponent

Anomalous percolation properties of growing networks.

\beta

WWW and Internet models from 1955 till our days and the ``popularity is attractive'' principle

is related to the exponent

Growing network with heritable connectivity of nodes

\gamma