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互联网中的标准结构熵的时间演化分析 被引量:1

Research on the Changing Principle of the Internet Standard Structure Entropy
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摘要 通过对Internet标准结构熵随时间变化规律的分析发现,Internet的标准结构熵具有随时间而逐渐降低的趋势,以riesling节点获得的Internet监测数据的计算结果为例,Internet标准结构熵从2000年4月的最大值0.379下降至2004年5月的0.318,月平均下降幅度为0.12%,即由高熵值拓扑结构向低熵值拓扑结构的状态变化.由此可知Internet的宏观拓扑结构在演化过程中存在着拓扑结构的信息代谢. According to the theory of Shannon entropy,the Internet standard entropy was defined.By using the global Internet monitor data provided by CAIDA Skitter project,the change of the Internet standard entropy with time were computed and the results using the monitor data got by riesling showed that the Internet standard entropy was reduced from the maximum 0.379 in April 2000 to 0.318 in May 2004,i.e.,the reduction per month was 0.12 percent.On the other hand the computing results using the monitor data got by ...
出处 《东北大学学报(自然科学版)》 EI CAS CSCD 北大核心 2006年第12期1324-1326,共3页 Journal of Northeastern University(Natural Science)
基金 国家级火炬计划项目(2002EB010154)
关键词 INTERNET 小世界 无尺度 连接度优先路由查找算法 Internet small world scale free routing algorithm with link priority
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  • 1[1]Olbrich E,Hegger R,Kantz H.Local estimates for entropy densities in coupled map lattices[J].Physical Review,2000,84:2132-2135.
  • 2[3]Cover T M,Thomas J A.Elements of information theory[M].New York:John Wiley & Sons,1991.21-42.
  • 3[4]David P,James P.Structural information in two-dimensional patterns:entropy convergence and excess entropy[J].Physical Review,2003,67:251-264.
  • 4[5]Cliton D.Information entropy of complex structures[J].Physical Review,1997,56:5211-5215.
  • 5[6]Li W.On the relationship between complexity and entropy for Markov chains and regular languages[J].Complex Systems,1991,5(4):381-399.
  • 6[7]Beongku A,Symeon P.An entropy-based model for support-ing and evaluating route stability in mobile ad hoc wireless networks[J].IEEE Communications Letters,2002,6(8):328-330.
  • 7[8]Arnold D.Information-theoretic analysis of phase transitions[J].Complex Systems,1996,(10):143-155.
  • 8[9]Vink R L C,Barkema G T.Configurational entropy of network-forming materials[J].Phys Rev Lett,2002,89:1-4.

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