2007, Vol.10, No.1, pp.59-71
We outline the generic and rather universal scaling properties of
content-based networks, which were introduced as realisations of
biological networks involving recognition and binding between
structures with a variable amount of shared information, or
specificity. The external input to the model is the distribution
of the specificity of the connections, which determines the
topological properties of the network. Random evolution under
duplication and divergence preserves the overall character of the
degree distributions which emerge. Assigning Random Boolean
functions to the nodes of this network leads to a rich dynamical
behaviour. We find an intimate relationship between topology and
dynamics, which needs to be further elucidated.
Key words:
networks, evolution, Random Boolean Dynamics
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