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删除30字节 、 2020年5月26日 (二) 00:49
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  |author2    = A.-L. Barabási
 
  |author2    = A.-L. Barabási
 
  |title      = Statistical mechanics of complex networks
 
  |title      = Statistical mechanics of complex networks
  |journal    = [[Reviews of Modern Physics]]
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  |journal    = Reviews of Modern Physics
 
  |volume      = 74
 
  |volume      = 74
 
  |issue    = 1
 
  |issue    = 1
第245行: 第245行:  
[[File:Barabasi albert model degree distribution.png|thumb|BA模型的度分布服从幂律。在对数标度中幂律函数是一条直线。<ref name=Barabasi1999>{{Cite journal
 
[[File:Barabasi albert model degree distribution.png|thumb|BA模型的度分布服从幂律。在对数标度中幂律函数是一条直线。<ref name=Barabasi1999>{{Cite journal
 
  |url        = http://www.nd.edu/~networks/Publication%20Categories/03%20Journal%20Articles/Physics/EmergenceRandom_Science%20286,%20509-512%20(1999).pdf
 
  |url        = http://www.nd.edu/~networks/Publication%20Categories/03%20Journal%20Articles/Physics/EmergenceRandom_Science%20286,%20509-512%20(1999).pdf
  |author      = [[Albert-László Barabási]] & [[Réka Albert]]
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  |author      = [[Albert-László Barabási]] & Réka Albert
 
  |title      = Emergence of scaling in random networks
 
  |title      = Emergence of scaling in random networks
  |journal    = [[Science (journal)|Science]]
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  |journal    = Science
 
  |volume      = 286
 
  |volume      = 286
 
  |pages      = 509&ndash;512
 
  |pages      = 509&ndash;512
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