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In models (i) and (ii), we discard the networks that are not connected.
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Liu, Z.H.1
Lai, Y.-C.2
Ye, N.3
Dasgupta, P.4
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66
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33646984013
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note
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ij of the strengths of the out-links follows a power law in any sufficiently random model of SFN's.
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67
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11944253901
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Cambridge University Press, Cambridge, England
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B. Bollobás, Random Graphs (Cambridge University Press, Cambridge, England, 2001).
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(2001)
Random Graphs
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Bollobás, B.1
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68
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33646972333
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note
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-βA. Our numerical results suggest that, for sufficiently large random SFN's, the mixing rate is positively correlated with synchronizability for any β. In particular, the mixing rate decreases (increases) with decreasing γ for β=0 (β=1). As a function of β, in the thermodynamical limit, the mixing rate seems to converge to a maximum at β= 1, in agreement with the enhanced synchronizability observed in this case.
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