S.N. Dorogovtsev 
REFERENCES ON COMPLEX NETWORKS: 

(1) The list of references of the book: 
    Evolution of Networks: From Biological Nets to the Internet and WWW, 
    S.N. Dorogovtsev and J.F.F. Mendes (Oxford University Press, Oxford, 2003).
    PS and PDF files of the book are available from 
    http://sweet.ua.pt/~f2358/ and  
    http://www.fyslab.hut.fi/~sdo/ 

(2) References on complex networks (mostly) collected from arXiv.org 


Try to find something by using a search option of your browser or text editor. 


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\thebibliography{0}

\bibitem{bia0} 
S. Abe and N. Suzuki (2002),  
Itineration of the Internet over non-equilibrium stationary states in Tsallis statistics, 
cond-mat/0204336. 

\bibitem{bia1} 
G. Abramson and M. Kuperman (2000),  
Social games in a social network,  
{\em Phys. Rev.} E {\bf 63}, 030901; 
nlin.AO/0010015. 

\bibitem{bia2} 
L.A. Adamic (1999), 
The small world web, 
Proceedings of ECDL'99, LNCS 1696, pp. 443--452 
(Springer, Berlin). 

\bibitem{bia3} 
L.A. Adamic (2000),  
Zipf, power-laws, and Pareto --- a ranking tutorial, \\ 
http://www.parc.xerox.com/istl/groups/iea/papers/ranking/. 

\bibitem{bia4} 
L.A. Adamic and B.A. Huberman (2000),  
Power-law distribution of the World Wide Web, {\em comment},  
{\em Science} {\bf 287}, 2115a; 
cond-mat/0001459. 

\bibitem{bia5} 
L.A. Adamic, R.M. Lukose, and B.A. Huberman (2002),  
Local search in unstructured networks,  
{\em Handbook of Graphs and Networks: From the
Genome to the Internet}, ed. S. Bornholdt and H.G. Schuster 
(Wiley-VCH, Berlin);  
cond-mat/0204181. 

\bibitem{bia6}
L.A. Adamic, R.M. Lukose, A.R. Puniyani, and B.A. Huberman (2001),  
Search in power-law networks, 
{\em Phys. Rev.} E {\bf 64}, 046135; 
cs.NI/0103016. 

\bibitem{bia7}
W. Aiello, F. Chung, and L. Lu (2000),  
A random graph model for massive graphs,  
Proceedings of the Thirty-Second Annual ACM Symposium on
Theory of Computing, pp. 171--180. 

\bibitem{bia8}
R. Alberich, J. Miro-Julia, and F. Rossello (2002),  
Marvel Universe looks almost like a real social network, 
cond-mat/0202174. 

\bibitem{bia9}
R. Albert and A.-L. Barab\'{a}si (2000a),  
Topology of evolving networks: Local events and universality,  
{\em Phys. Rev. Lett.} {\bf 85}, 5234; cond-mat/0005085. 

\bibitem{bia10}
R. Albert and A.-L. Barab\'{a}si (2000b),  
Dynamics of complex systems: Scaling laws for the period of Boolean networks,  
{\em Phys. Rev. Lett.} {\bf 84}, 5660. 

\bibitem{bia11}
R. Albert and A.-L. Barab\'asi (2002),  
Statistical mechanics of complex networks,  
{\em Rev. Mod. Phys.} {\bf 47}, 74; cond-mat/0106096. 

\bibitem{bia12} 
R. Albert, H. Jeong, and A.-L. Barab\'{a}si (1999),  
Diameter of the world-wide web,  
{\em Nature} {\bf 401}, 130; cond-mat/9907038.  

\bibitem{bia13}
R. Albert, H. Jeong, and A.-L. Barab\'{a}si (2000),  
Attack and error tolerance of complex networks,  
{\em Nature} {\bf 406}, 378; cond-mat/0008064.  

\bibitem{bia14}
A. Aleksiejuk, J.A. Holyst, and D. Stauffer (2002),  
Ferromagnetic phase transition in Barab\'asi--Albert networks,  
{\em Physica} A {\bf 310}, 260;  
cond-mat/0112312. 

\bibitem{bia15}
E. Almaas, R.V. Kulkarni, and D. Stroud (2002),  
Characterizing the structure of small-world networks,  
{\em Phys. Rev. Lett.} {\bf 88}, 098101; 
cond-mat/0109227. 

\bibitem{bia16}
L.A.N. Amaral, A. Scala, M. Barth\'el\'emy, and H.E. Stanley (2000), 
Classes of small-world networks, 
{\em Proc. Natl Acad. Sci. USA} {\bf 97}, 11149; cond-mat/0001458.

\bibitem{bia17}
L.W. Ancel, M.E.J. Newman, M. Martin, and S. Schrag (2001),  
Applying network theory to epidemics: 
Control measures for outbreaks of {\em Mycoplasma pneumoniae},  
Working Papers of Santa Fe Institute, 01-12-078, 
\\ 
http://www.santafe.edu/sfi/publications/Abstracts/01-12-078abs.html.  

\bibitem{bia18}
T. Araujo, R.V. Mendes, and J. Seixas (2002),  
A dynamical characterization of the small world phase, 
cond-mat/0204573. 

\bibitem{bia19}
L. de Arcangelis and H.J. Herrmann (2002),  
Self-organized criticality on small world networks,  
{\em Physica} A {\bf 308}, 545;  
cond-mat/0110239. 

\bibitem{bia20}
A. Arenas, A. D\'{\i}az-Guilera, and R. Guimer\`a (2001),  
Communication in networks with hierarchical branching,  
{\em Phys. Rev. Lett.} {\bf 86}, 3196; 
cond-mat/ \linebreak 0009395. 

\bibitem{bia21}
A. Asvanund, K. Clay, R. Krishnan, and M. Smith (2001),   
Bigger may not be better: 
An empirical analysis of optimal membership rules in peer-to-peer networks,  
cs.CY/0109106. 


%%B

\bibitem{bib1}
F. Bagnoli and M. Bezzi (2001),  
Small world effects in evolution,  
{\em Phys. Rev.} E {\bf 64}, 021914; 
cond-mat/0007458. 

\bibitem{bib2}
P. Bak (1997), 
{\em How Nature Works} (Copernicus, New York). 

\bibitem{bib3}
J.R. Banavar, A. Maritan, and A. Rinaldo (1999),  
Size and form in efficient transportation networks, 
{\em Nature} {\bf 99}, 130. 

\bibitem{bib4}
A.-L. Barab\'{a}si (2002), 
{\em Linked: The New Science of Networks} (Perseus Pr, New York).

\bibitem{bib5}
A.-L. Barab\'{a}si and R. Albert (1999),  
Emergence of scaling in random networks, 
{\em Science} {\bf 286}, 509. 

\bibitem{bib6}
A.-L. Barab\'{a}si, R. Albert, and  H. Jeong (1999),  
Mean-field theory for scale-free random networks,  
{\em Physica} A {\bf 272}, 173. 

\bibitem{bib7}
A.-L. Barab\'{a}si, R. Albert, H. Jeong, and G. Bianconi (2000),  
Power-law distribution of the World Wide Web: {\em response},  
{\em Science} {\bf 287}, 2115a. 

\bibitem{bib8}
A.-L. Barab\'asi, V.W. Freeh, H. Jeong, and J.B. Brockman (2001),  
Parasitic computing,  
{\em Nature} {\bf 412}, 894. 

\bibitem{bib9}
A.-L. Barab\'asi, H. Jeong, Z. N\'eda, E. Ravasz, A. Schubert, and T. Vicsek (2002),   
Evolution of the social network of scientific collaborations, 
{\em Physica} A {\bf 311}, 590;  
cond-mat/0104162. 

\bibitem{bib10}
A.-L. Barab\'asi, E. Ravasz, and T. Vicsek (2001),   
Deterministic scale-free networks,   
{\em Physica} A {\bf 299}, 559; 
cond-mat/0107419. 

\bibitem{bib11}
A.-L. Barab\'{a}si and H.E. Stanley (1995), 
{\it Fractal Concepts of Surface Growth} (Cambridge University Press, Cambridge). 

\bibitem{bib12}
M. Barahona and L.M. Pecora (2002),  
Synchronization in small-world systems,  
{\em Phys. Rev. Lett.} {\bf 89}, 054101; 
nlin.CD/0112023. 

\bibitem{bib13}
P. Baran (1964), 
{\it Introduction to Distributed Communications Networks}, 
RM-3420-PR, August 1964,  
\\ 
http://www.rand.org/publications/RM/baran.list.html. 

\bibitem{bib14}
A.D. Barbour and G. Reinert (2001),  
Small worlds,  
{\em Random Struct. Algorithms} {\bf 19}, 54; 
cond-mat/0006001. 

\bibitem{bib15}
N. Barkai and S. Leibler (1997),  
Robustness in simple biochemical networks,  
{\em Nature} {\bf 387}, 913. 

\bibitem{bib16}
A. Barrat (1999),  
Comment on ``Small-world networks: Evidence for a crossover picture'',  
cond-mat/9903323. 

\bibitem{bib17}
A. Barrat and M. Weigt (2000),  
On the properties of small-world network models,  
{\em Eur. Phys. J.} B {\bf 13}, 547. 

\bibitem{bib18}
M. Barth\'{e}l\'{e}my and L.A.N. Amaral (1999),  
Small-world networks: Evidence for a crossover picture,  
{\em Phys. Rev. Lett.} {\bf 82}, 3180; erratum: {\em Phys. Rev. Lett.} {\bf 82}, 5180. 

\bibitem{bib19}
U. Bastolla, M. Porto, H.E. Roman, and M. Vendruscolo (2001),   
Connectivity of neutral networks and structural conservation in protein evolution,   
cond-mat/0107112. 

\bibitem{bib20}
M. Bauer and D. Bernard (2002),  
A simple asymmetric evolving random network, 
cond-mat/0203232. 

\bibitem{bib21}
M. Bauer and O. Golinelli (2001), 
Core percolation in random graphs: a critical phenomena analysis, 
{\em Eur. Phys. J.} B {\bf 24}, 39; 
cond-mat/0102011. 

\bibitem{bib22}
R.J. Baxter (1982), 
{\em Exactly Solved Models in Statistical Mechanics} 
(Academic Press, London). 

\bibitem{bib23}
A. Becskei and L. Serrano (2000),  
Engineering stability in gene networks by autoregulation,  
{\em Nature} {\bf 405}, 590. 

\bibitem{bib24} 
A. Bekessy, P. Bekessy, and J. Komlos (1972),  
Asymptotic enumeration of regular matrices,  
{\em Stud. Sci. Math. Hung.} {\bf 7}, 343. 

\bibitem{bib25}
R. Belew (2000), 
{\em Finding Out About: A Cognitive Perspective on Search Engine 
Technology and the WWW} (Cambridge University Press, Cambridge). 

\bibitem{bib26}
E.A. Bender and E.R. Canfield (1978),  
The asymptotic number of labelled graphs with given degree sequences, 
{\em J. Combinatorial Theor.} A {\bf 24}, 296. 

\bibitem{bib27}
V.L. Berezinskii (1970),  
Destruction of long range order in one-dimensional and two-dimensional systems having a continuous symmetry group, 
{\em Sov. Phys. JETP} {\bf 32}, 493. 

\bibitem{bib28}
J. Berg and M. L\"assig (2002),  
Correlated random networks, 
cond-mat/0205589. 

\bibitem{bib29}
A.T. Bernardes, D. Stauffer, and J. Kert\'esz (2002),  
Election results and the Sznajd model on Barab\'asi network,  
{\em Eur. Phys. J.} B {\bf 25}, 123; 
cond-mat/0111147. 

\bibitem{bib30}
U.S. Bhalla and R. Iyengar (1999),  
Emergent properties of networks of biological signaling pathways,  
{\em Science} {\bf 283}, 381. 

\bibitem{bib31}
P. Bialas, L. Bogacz, Z. Burda, and D. Johnston (2000),  
Finitesize scaling of the balls in boxes model,  
{\em Nucl. Phys.} B {\bf 575}, 599;  
hep-lat/9910047. 

\bibitem{bib32}
P. Bialas, Z. Burda, and D. Johnston (1997),  
Condensation in the Backgammon model,  
{\em Nucl. Phys.} B {\bf 493}, 505; 
cond-mat/9609264. 

\bibitem{bib33}
P. Bialas, Z. Burda, and D. Johnston (1999),  
Phase diagram of the mean field model of simplicial gravity,  
{\em Nucl. Phys.} B {\bf 542}, 413;  
gr-qc/9808011. 

\bibitem{bib34}
G. Bianconi (2002a),  
Mean-field solution of the Ising model on a Barab\'asi--Albert network, 
cond-mat/0204455. 

\bibitem{bib35}
G. Bianconi (2002b), 
Growing Cayley trees described by Fermi distribution, 
cond-mat/0204506. 

\bibitem{bib36}
G. Bianconi and A.-L. Barab\'{a}si (2001a),  
Competition and multiscaling in evolving networks,  
{\em Europhys. Lett.} {\bf 54}, 439; 
cond-mat/0011224. 

\bibitem{bib37}
G. Bianconi and A.-L. Barab\'{a}si (2001b),  
Bose--Einstein condensation in complex networks,  
{\em Phys. Rev. Lett.} {\bf 86}, 5632; 
cond-mat/0011029. 

\bibitem{bib38}
S. Bilke and C. Peterson (2001),  
Topological properties of citation and metabolic networks, 
{\em Phys. Rev.} E {\bf 64}, 036106; 
cond-mat/0103361. 

\bibitem{bib39}
M. Bogu\~n\'a and R. Pastor-Satorras (2002),  
Epidemic spreading in correlated complex networks, 
cond-mat/0205621. 

\bibitem{bib40}
B. Bollob\'as (1980),  
A probabilistic proof of an asymptotic formula for the number of labelled random graphs,  
{\em Eur. J. Combinatorics} {\bf 1}, 311. 

\bibitem{bib41}
B. Bollob\'{a}s (1985), 
{\it Random Graphs} (Academic Press, London). 

\bibitem{bib42}
B. Bollob\'{a}s (1998), 
{\it Modern Graph Theory} (Springer, New York). 

\bibitem{bib43}
B. Bollob\'as and O. Riordan (2001), 
The diameter of a scale-free random graph, 
preprint. 

\bibitem{bib44}
B. Bollob\'as, O. Riordan, J. Spencer, and G. Tusn\'ady (2001),   
The degree sequence of a scale-free random graph process,   
{\em Random Struct. Algorithms} {\bf 18}, 279. 

\bibitem{bib45}
S. Bornholdt and H. Ebel (2001),  
World-Wide Web scaling exponent from Simon's 1955 model,  
{\em Phys. Rev.} E {\bf 64}, 035104; 
cond-mat/0008465. 

\bibitem{bib46}
S. Bornholdt and T. Rohlf (2000),  
Topological evolution of dynamical networks: Global criticality from local dynamical rules,  
{\em Phys. Rev. Lett.} {\bf 84}, 6114, 
cond-mat/0003215. 

\bibitem{bib47}
S. Bornholdt and H.G. Schuster (Eds.) (2002),
{\em Handbook of Graphs and Networks},
(Wiley-VCH, Berlin).  

\bibitem{bib48}
I. Bose (2002),  
Biological networks, 
cond-mat/0202192. 

\bibitem{bib49}
J.P. Bouchaud and M. M\'ezard (2000), 
Wealth condensation in a simple model of economy,  
{\em Physica} A {\bf 282}, 536. 

\bibitem{bib50}
J.P. Bouchaud and M. Potters (2000), 
{\em Theory of Financial Risks: From Statistical Physics to Risk Management} 
(Cambridge University Press, Cambridge). 

\bibitem{bib51}
M. Brede and U. Behn (2001),  
Architecture of idiotypic networks: 
Percolation and scaling behaviour, 
{\em Phys. Rev.} E {\bf 64}, 011908. 

\bibitem{bib52}
S. Brin and L. Page (1998),  
The anatomy of a large-scale hypertextual web search engine,  
Proceedings of the Seventh International World Wide Web Conference, pp. 107--117.  

\bibitem{bib53}
A. Broder, R. Kumar, F. Maghoul, P. Raghavan, S. Rajagopalan, R. Stata, A. Tomkins, and J. Wiener (2000),  
Graph structure in the web,  
{\em Comput. Netw.} 
{\bf 33}, 309. 
%%Proc. of the 9th WWW Conference (Amsterdam, 2000), 309. 

\bibitem{bib54}
M. Buchanan (2002), 
{\em Nexus: Small Worlds and the Groundbreaking Science of Networks}  
(W.W. Norton \& Co, New York).

\bibitem{bib55}
A. Bunde and S. Havlin (1994), 
{\em Fractals in Science} (Springer, Berlin).  

\bibitem{bib56}
Z. Burda, J.D. Correia, and A. Krzywicki (2001),   
Statistical ensemble of scale-free random graphs,  
{\em Phys. Rev.} E {\bf 64}, 046118; 
cond-mat/0104155.  

\bibitem{bib57}
Z. Burda, D. Johnston, J. Jurkiewicz, M. Kaminski, M.A. Nowak, G. Papp, and I. Zahed (2002),  
Wealth condensation in Pareto macro-economies, 
{\em Phys. Rev.} E {\bf 65}, 026102; 
cond-mat/0101068. 

\bibitem{bib58}
D. Butler (2000),  
Souped-up search engines,  
{\em Nature} {\bf 405}, 112. 

%%C

\bibitem{bic1}
G. Caldarelli, R. Marchetti, and L. Pietronero (2000),  
The fractal properties of Internet,  
{\em Europhys. Lett.} {\bf 52}, 386; cond-mat/0009178.  

\bibitem{bic2}
D.S. Callaway, J.E. Hopcroft, J.M. Kleinberg, M.E.J. Newman, and S.H. Strogatz (2001),   
Are randomly grown graphs really random?, 
{\em Phys. Rev.} E {\bf 64}, 041902;   
cond-mat/0104546. 

\bibitem{bic3} 
D.S. Callaway, M.E.J. Newman, S.H. Strogatz, and D.J. Watts (2000),  
Network robustness and fragility: Percolation on random graphs,  
{\em Phys. Rev. Lett.} {\bf 85}, 5468;  
cond-mat/0007300. 

\bibitem{bic4}
F. Calvo, J.P.K. Doye, and D.J. Wales (2002),  
Collapse of Lennard-Jones homopolymers:
Size effects and energy landscapes, 
{\em J. Chem. Phys.} {\bf 116}, 2642.   

\bibitem{bic5}
A. Calv\'o-Armengol and Y. Zenou (2001),   
Job matching, social network and word-of-mouth communication, 
nep/0111003.   

\bibitem{bic6}
J. Camacho, R. Guimer\`a, and L.A.N. Amaral (2001),  
Analytical solution of a model for complex food webs,  
{\em Phys. Rev.} E {\bf 65}, 030901;
cond-mat/0102127. 

\bibitem{bic7}
J. Camacho, R. Guimer\`a, and L.A.N. Amaral (2002),  
Robust patterns in food web structure, 
{\em Phys. Rev. Lett.} {\bf 88}, 228102; 
cond-mat/0102127. 

\bibitem{bic8}
A. Capocci, G. Caldarelli, R. Marchetti, and L. Pietronero (2001),   
Growing dynamics of Internet providers, 
{\em Phys. Rev.} E {\bf 64}, 035105;   
cond-mat/0106084.  

\bibitem{bic9}
J.M. Carlson and J. Doyle (1999),  
Highly optimized tolerance: A mechanism for power laws in designed systems,  
{\em Phys. Rev.} E {\bf 60}, 1412. 

\bibitem{bic10}
J.M. Carlson and J. Doyle (2000),  
Highly optimized tolerance: Robustness and design in complex systems,  
{\em Phys. Rev. Lett.} {\bf 84}, 2529.  

\bibitem{bic11}
S. Chakrabarti, B. Dom, D. Gibson, J. Kleinberg, S.R. Kumar, P. Raghavan, S. Rajagopalan and A. Tomkins (1999),   
Hypersearching the Web,  
{\em Sci. Am.} June, 54.   

\bibitem{bic12}
K. Christensen, R. Donangelo, B. Koiller, and K. Sneppen (2000),  
Evolution of random networks,  
{\em Phys. Rev. Lett.} {\bf 81}, 2380.  

\bibitem{bic13}
F.R.K. Chung (1997), 
{\em Spectral Graph Theory}  
(American Mathematical Society, Providence, RI).   

\bibitem{bic14} 
K.C. Claffy (1999),  
Internet measurement and data analysis: Topology, workload, performance and routing statistics,    
Proceedings of NAE workshop, \\ 
http://wwwdev.caida.org/outreach/papers/Nae/. 

\bibitem{bic15}
K. Claffy, T.E. Monk, and D. McRobb (1999),  
Internet tomography,  
Nature web matters, 7 January,  
\\ 
http://www.helix.nature.com/webmatters/tomog/tomog.html.     

\bibitem{bic16}
J.E. Cohen, F. Briand, and C.M. Newman (1990), 
{\em Community food webs: Data and theory} 
(Springer, Berlin).  

\bibitem{bic17}
R. Cohen, D. ben-Avraham, and S. Havlin (2002a),  
Percolation critical exponents in scale-free networks, 
{\em Phys. Rev.} E {\bf 66}, 036113;  
cond-mat/0202259. 

\bibitem{bic18}
R. Cohen, D. ben-Avraham, and S. Havlin (2002b),  
Efficient immunization of populations and computers, 
cond-mat/0207387. 

\bibitem{bic19}
R. Cohen, K. Erez, D. ben-Avraham, and S. Havlin (2000),  
Resilience of the Internet to random breakdowns,  
{\em Phys. Rev. Lett.} {\bf 85}, 4625; 
cond-mat/0007048. 

\bibitem{bic20}
R. Cohen, K. Erez, D. ben-Avraham, and S. Havlin (2001a),  
Breakdown of the Internet under intentional attack,  
{\em Phys. Rev. Lett.} {\bf 86}, 3682; 
cond-mat/0010251.  

\bibitem{bic21}
R. Cohen, K. Erez, D. ben-Avraham, and S. Havlin (2001b), 
Reply on the comment of S.N. Dorogovtsev and J.F.F. Mendes, 
{\em Phys. Rev. Lett.} {\bf 87}, 219802.  

\bibitem{bic22}
R. Cohen and S. Havlin (2002),  
Ultra small world in scale-free networks, 
cond-mat/0205476.  

\bibitem{bic23}
F. Comellas and M. Sampels (2000),  
Deterministic small-world communication networks,  
{\em Inf. Process. Lett.} {\bf 76}, 83.  

\bibitem{bic24}
F. Comellas and M. Sampels (2001),  
Deterministic small-world networks,  
cond-mat/0111194.   

\bibitem{bic25}
M. Copelli, R.M. Zorzenon dos Santos, and J.S. Sa Martins (2001),  
Emergence of hierarchy on a network of complementary agents,  
cond-mat/0110350.   

\bibitem{bic26}
D. Cvetcovi\'c, M. Doob, and H. Sachs (1979), 
{\em Spectra of Graphs} 
(Cambridge University Press, Cambridge).  


%%D

\bibitem{bid1}
J. Dall and M. Christensen (2002),  
Random geometric graphs, 
{Phys. Rev.} E {\bf 66}, 016121;   
cond-mat/0203026.  

\bibitem{bid2}
J. Davidsen, H. Ebel, and S. Bornholdt (2001),   
Emergence of a small world from local interactions: Modeling acquaintance networks, 
{\em Phys. Rev. Lett.} {\bf 88}, 128701;  
cond-mat/0108302.  

\bibitem{bid3}
J. Dean and M.R. Henzinger (1999),  
Finding related pages in the World Wide Web,  
in Proceedings of the WWW8 Conference, Toronto,  
\\ 
http://www.unizh.ch/home/mazzo/reports/www8conf/2148/html.  

\bibitem{bid4}
Z. Dezs\H o and A.-L. Barab\'asi (2002),   
%%Can we stop the AIDS epidemic?, 
Halting viruses in scale-free networks,   
{\em Phys. Rev.} E {\bf 65}, 055103; 
cond-mat/0107420.   

\bibitem{bid5}
M. Dodge and R. Kitchin (2000),   
{\em Mapping Cyberspace}, 
(Routledge, London).  

\bibitem{bid6}
M. Dodge and R. Kitchin (2001),   
{\em Atlas of Cyberspace}, 
(Addison-Wesley, Harlow).  

\bibitem{bid7}
S.N. Dorogovtsev, A.V. Goltsev, and J.F.F. Mendes (2002a),   
Pseudofractal scale-free web, 
{\em Phys. Rev.} E {\bf 65}, 066122; 
cond-mat/0112143.  

\bibitem{bid8}
S.N. Dorogovtsev, A.V. Goltsev, and J.F.F. Mendes (2002b), 
%%\\ 
Ising model on networks with an arbitrary distribution of connections, 
%%\\ 
{\em Phys. Rev.} E {\bf 66}, 016104;  
cond-mat/0203227. %%(\pageref{pr}) 

\bibitem{bid9}
S.N. Dorogovtsev and J.F.F. Mendes (2000a), 
%%\\ 
Exactly solvable small-world network, 
%%\\ 
{\em Europhys. Lett.} {\bf 50}, 1; 
cond-mat/9907445. %%(\pageref{pr37}) 

\bibitem{bid10}
S.N. Dorogovtsev and J.F.F. Mendes (2000b), 
%%\\ 
Evolution of networks with aging of sites, 
%%\\ 
{\em Phys. Rev.} E {\bf 62}, 1842;  
cond-mat/0001419. %%(\pageref{pr}) 

\bibitem{bid11}
S.N. Dorogovtsev and J.F.F. Mendes (2000c), 
%%\\ 
Scaling behaviour of developing and decaying networks, 
%%\\ 
{\em Europhys. Lett.} {\bf 52}, 33; 
cond-mat/0005050. %%(\pageref{pr}) 

\bibitem{bid12}
S.N. Dorogovtsev and J.F.F. Mendes (2001a),  
Effect of the accelerated growth of communications networks 
on their structure,  
{\em Phys. Rev.} E {\bf 63}, 025101;  
cond-mat/0009065. %%(\pageref{pr26}) 

\bibitem{bid13}
S.N. Dorogovtsev and J.F.F. Mendes (2001b), 
%%\\ 
Scaling properties of scale-free evolving networks: Continuum approach, 
%%\\ 
{\em Phys. Rev.} E {\bf 63}, 056125;  
cond-mat/0012009. %%(\pageref{pr}) 

\bibitem{bid14}
S.N. Dorogovtsev and J.F.F. Mendes (2001c),  
%%\\ 
Comment on ``Breakdown of the Internet under Intentional Attack'', 
%%\\ 
{\em Phys. Rev. Lett.} {\bf 87}, 219801; 
cond-mat/0109083. 
%%(\pageref{pr}) 

\bibitem{bid15}
S.N. Dorogovtsev and J.F.F. Mendes (2001d),  
%%\\ 
Language as an evolving Word Web, 
{\em Proc. R. Soc. London} B {\bf 268}, 2603; 
%%\\ 
cond-mat/0105093. %%(\pageref{pr4a2})  

\bibitem{bid16}
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%%%%%%%%%%%%%\end{small}

\endthebibliography