Titlebook: Complex Networks; Eli Ben-Naim,Hans Frauenfelder,Zoltan Toroczkai Book 2004 Springer-Verlag Berlin Heidelberg 2004 biological networks.com

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Peter J. Schmid,Dan S. Henningsonmation, calculate spectra of various graphs analytically. We also analyse the spectra of various complex networks and discuss the role of vertices of low degree. We show that spectra of locally tree-like random graphs gives a good description of the spectral properties of real-life networks like the Internet.

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Mathematical Theory of Second-Grade Fluids,g simulated annealing optimization, it is shown that optimally heterogeneous nets actually cluster around the same narrow domain, suggesting that strong constraints actually operate on the possible universe of complex networks. The evolutionary implications are discussed.

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Stability in the US Financial Systemum statistical mechanics models as well as to various non-equilibrium processes. Finally, we apply these results to the specific case of the Edwards-Wilkinson equation. There, we find that the mean-field behavior is valid for .>2 dimensions, but that for .≤ 2 dimensions there is anomalous scaling.

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,Information Theory of Complex Networks: On?Evolution and Architectural Constraints,g simulated annealing optimization, it is shown that optimally heterogeneous nets actually cluster around the same narrow domain, suggesting that strong constraints actually operate on the possible universe of complex networks. The evolutionary implications are discussed.

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