Affiliations: Software Department, Technical University of
Catalonia, C/Jordi Girona 1-3, 08034 Barcelona, Spain. E-mail: {jdelgado,
jmpujol, sanguesa}@lsi.upc.es
Abstract: We use several models of scale-free graphs as underlying interaction
graphs for a simple model of Multi-Agent Systems (MAS), and study how fast the
system reaches a fixed-point, that is, the time it takes for the system to get
a 90% of the agents in the same state. The interest of these kind of graphs is
in the fact that the Internet, a very plausible environment for MAS, is a
scale-free graph with high clustering and <k_{nn}>, the
nearest neighbor average connectivity of nodes with connectivity
k, following a power-law. Our results show that different
types of scale-free graphs make the system as efficient as fully connected
graphs, in a clear agreement with our previous research (Artif. Intell.
141, pp. 175–181).