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PAPER - Statistical Mechanics works - R. Albert, A. Barabasi (arXiv, 2001)(54p).pdf

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PAPER - Statistical Mechanics works - R. Albert, A. Barabasi (arXiv, 2001)(54p).pdf

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PAPER - Statistical Mechanics works - R. Albert, A. Barabasi (arXiv, 2001)(54p).pdf

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文档介绍:arXiv:cond-mat/0106096v1 [cond--mech] 6 Jun 2001
CONTENTS
ttsia ehnc plex of Mechanics Statistical
RP HOY9 THEORY GRAPH RANDOM III.
V ECLTO HOY14 THEORY PERCOLATION IV.
I ML-OL WORKS SMALL-WORLD VI.
I H OOOYO WORKS: REAL OF TOPOLOGY THE II.
.GNRLZDRNO RPS19 GRAPHS RANDOM GENERALIZED V.
.INTRODUCTION I.
.Cutrn offiin 13 12 13 9 spectra Graph G. coefficient Clustering Diameter F. and Connectedness E. Distribution Degree D. Evolution Graph C. Subgraphs B. Erd˝os-R´enyi The model A.
MIIA EUT 3 RESULTS EMPIRICAL
.Ifiiedmninlproain18 17 and theory graph 16 random between Parallels percolation G. dimensional Infinite 15 F. structure Cluster region critical tree the Cayley E. in a Scaling on percolation D. solutions: Exact C. theory results General percolation in interest B. of Quantities A.
.Poete fsalwrdntok 24 23 works small-world of Properties model (WS) B. Watts-Strogatz The A. coefficient clustering the and graphs Bipartite D.
.Gnrtn ucinfraim20 19 degree power-law with graphs Random C. formalism graph function random Generating scale-free a B. in Thresholds A.
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