2007•Acta Physica Polonica BRequires access

EVOLVING DIRECTED NETWORK WITH INTRINSIC VARIABLES AND LOCAL RULES: A SIMPLE MODEL OF WWW NETWORK ∗

Andrzej Grabowski, Robert A. Kosiński

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Abstract

Central Institute for Labour Protection, National Research InstituteCzerniakowska 16, 00-701 Warsaw, PolandandFaculty of Physics, Warsaw University of TechnologyPl. Politechniki 1, 00-662 Warsaw, Poland(Received August 10, 2006)We present a simple model of an evolving directed network based on lo-cal rules. It leads to a complex network with the properties of real systems,like scale-free in- and out-degree distributions and a hierarchical structure.Each node is characterised by intrinsic variable S and the number of out-going k

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Central Institute for Labour Protection, National Research InstituteCzerniakowska 16, 00-701 Warsaw, PolandandFaculty of Physics, Warsaw University of TechnologyPl. Politechniki 1, 00-662 Warsaw, Poland(Received August 10, 2006)We present a simple model of an evolving directed network based on lo-cal rules. It leads to a complex network with the properties of real systems,like scale-free in- and out-degree distributions and a hierarchical structure.Each node is characterised by intrinsic variable S and the number of out-going k

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Available abstract

Central Institute for Labour Protection, National Research InstituteCzerniakowska 16, 00-701 Warsaw, PolandandFaculty of Physics, Warsaw University of TechnologyPl. Politechniki 1, 00-662 Warsaw, Poland(Received August 10, 2006)We present a simple model of an evolving directed network based on lo-cal rules. It leads to a complex network with the properties of real systems,like scale-free in- and out-degree distributions and a hierarchical structure.Each node is characterised by intrinsic variable S and the number of out-going k

Key concepts: Simple (philosophy), Physics, Node (physics), Degree (music), Scale-free network, Complex network, Variable (mathematics), Scale (ratio)

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