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在线社会网络中的舆论演化关键技术研究
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摘要
互联网和Web2.0技术在全球范围内的迅猛发展引发了一场影响深远的媒体革命!网络以其表达的自由性、匿名性、交互性和跨时空性等特性为社会成员提供了空前的话语权,逐渐成为人们发布信息和表达观点的主要载体。网络舆论成为社会舆情的风向标,并对现实社会产生巨大的影响力和反作用力。近年来多次网络舆论事件的爆发已经清楚的表明,深入研究网络舆论演化机制,有效预测和引导网络舆论迫在眉睫!
     网络舆论演化是涉及信息科学、网络科学、人类行为学、社会心理学和传播学等诸多领域的复杂问题。面向网络舆论预测和应急响应的需求,本文研究在线社会网络中舆论演化分析的关键技术,揭示网络舆论的形成机制和发展规律。论文的主要工作和创新包括以下几个方面:
     (1)系统地研究了网络舆论的概念及其演化过程,从方法论的层面探讨了网络舆论演化分析的思路。阐明了网络舆论主体、客体和本体的内涵,剖析了网络舆论的信息属性、社会属性和行为属性,界定了网络舆论的概念;分析了网络舆论的演化过程,论述了网络舆论演化过程中舆论客体、舆论主体所持观点及其状态关系的演化,分别对应于网络话题、网络成员观点以及成员通过相互联系形成的在线社会网络的演化,在此基础上,提出了在线社会网络中舆论演化分析的关键技术问题,建立网络舆论演化分析的技术体系,为后续研究提供理论指导;
     (2)针对网络舆情信息的海量实时特点和网络舆论处置的应急响应需求,提出了在线话题演化分析框架和方法。在线话题演化分析框架包括子话题发现和关联分析两个部分:子话题发现在线抽取网络信息中隐含的话题片断,关联分析根据子话题间的相互关联组成话题,通过子话题内容和强度的变化描述话题演化。根据上述框架,提出了基于LDA模型的子话题发现方法,定义了子话题产生、消亡、继承、分裂和合并五种演化类型,提出了基于相对熵的子话题时序-内容二维关联分析方法,根据子话题语义相似度和时序关系建立子话题间的关联。基于真实网络新闻和论坛帖子的话题演化分析实验表明,本文提出的在线话题演化分析方法能够有效检测网络话题内容和强度的演化;
     (3)针对舆论动力学建模的需要,对在线社会网络的结构、动态演化以及网络成员的行为特性进行了深入的实证研究。采用加权有向网络针对某高校大型BBS论坛建立了基于兴趣的在线社会网络(以下简称BBS兴趣网络),对网络成员及其状态关系进行建模。基于复杂网络理论分析了BBS兴趣网络的拓扑结构,实证分析显示,BBS兴趣网络同时具有小世界和无标度特性,主要统计度量指标普遍呈现幂律分布,表明网络成员及其相互联系具有广泛的异质性,并且较其他在线社会网络呈现更密切的成员联系和更强的异质性;进而研究了BBS兴趣网络的动态演化特性,发现BBS兴趣网络的增长具有非平稳特性,网络成员及其相互联系的增长是不均匀的,不同于传统复杂网络理论模型中节点等时间间隔到达、服从均匀分布和连边增长为常数的假设;进一步基于人类动力学方法研究了在线社会网络成员的行为模式,研究表明,网络成员的交互行为具有高度的不均匀性和差异性,呈现长时间的静默与短期高活跃状态交替出现的特性,根据其行为特性,网络成员形成了金字塔形的层级结构,位于层级顶端的成员具有较大的影响力,与其他网络成员存在广泛且密切的联系。上述研究成果为在线社会网络中的舆论动力学提供了实证基础;
     (4)提出了基于社会影响的离散状态舆论动力学模型,建模网络成员在自我肯定和社会影响双重因素共同作用下如何通过观点改变最终导致网络舆论的产生,定义坚持度和社会影响定量描述上述因素对网络成员观点的影响,基于平均场方法的解析分析表明,基于成员影响力加权占优势的观点是决定舆论演化最终状态的关键因素;在此基础上,研究了本文模型在实证得到的真实BBS兴趣网络中的演化规律,并与主要的复杂网络理论模型进行了对比分析。研究表明,影响力大的网络成员在舆论演化过程中发挥关键作用,其他成员易受该类成员的影响,并倾向于接受其所持的观点。另一方面,网络成员坚持度延缓了一致观点的达成,并且当坚持度大于临界点时导致舆论最终一致态和共存态的相变。不同网络拓扑的对比研究发现,异质网络与同质网络中的舆论演化规律具有显著差异,且异质性强弱影响网络舆论演化的最终状态。无标度网络因其异质性与BBS兴趣网络中的舆论演化规律存在相似之处,而小世界网络和随机网络同属同质网络,舆论演化规律相似。同时,观点初始分布对异质网络中的舆论演化最终状态具有很大影响,而同质网络中舆论演化受观点初始分布影响不大。
     综上所述,本文深入分析了网络舆论的概念及其演化过程,提出了在线社会网络中舆论演化分析的技术和方法,并通过实证分析和理论建模相结合的方法,验证了本文提出的理论和方法的有效性。本文的研究丰富和发展了网络舆论及其演化的内涵和研究方法,为揭示网络舆论演化的内在机制和本质规律提供了有意的探索,将在网络舆论预测和应急响应等领域发挥重要的作用。
In the last decade, the coming-together of technological networks and socialnetworks boosts social interactions through online spaces, which enableinformation exchange and online interactions autonomously with no centralcontrol in a multi-user environment, and exert non-negligible influence on publicopinions. With the increasing importance of network public opinions inunderstanding consensus formation and evolution through online socialnetworks, many efforts have focused recently on evolution analysis of networkpublic opinions. However, due to the unique complexity, the mechanism ofnetwork public opinion evolution on online social networks is far from clearlydefined, although many efforts are contributed. Analysis and modeling ofnetwork public opinion evolution is still an important open problem despite theattentions it has attracted recently.
     (1) We study concepts and methods of evolution analysis for public opinionsin online social networks. Concepts and processes of the formation of networkpublic opinions are defined firstly. We argue that network public opinionevolution evolves information, social structure and member behaviors, whichdeserves complete and comprehensive study as the foundation of opinionevolution on online social networks. Key techniques implementing evolutionanalysis of network public opinions are further illustrated within the framework.
     (2) We investigate methods of topic evolution analysis as a part of evolutionof network public opinion. Based on the hierarchy of topics consisting ofcorrelated sub-topics, a framework is proposed including detection andcorrelation analysis of sub-topics. The latent semantics of textual data ismodeled using Latent Dirichlet Allocation (LDA). With consideration of timeinformation, text streams are partitioned into slices, and topic evolution model isproposed, where history topic models provide prior knowledge for topic detectionin the current time-slice. Furthermore, a topic evolution algorithm based on LDAis presented with Bayesian model selection for the appropriate topic numbersand parameters estimation via Gibbs sampling. Furthermore, we define types ofcorrelations of sub-topics, and a method based on relative entropy is proposedto organize correlated sub-topics. We experimentally verify that the method iseffective and efficient for detecting topic evolution of network news and BBSposts.
     (3) We empirically study the structure and evolution of online socialnetworks using a large scale data set from a forum of BBS. Among various types of online social networks, Bulletin Board System (BBS) is one of the mostpopular to allow people sharing common interests to discuss thoughts or ideason topics. By modeling members of the BBS forum as nodes and theirinteractions as links, we treat the BBS network as a directed graph withconsideration of the closeness of interactions and uncover characteristics of theBBS network, which are fundamental to opinion dynamics on online socialnetworks.
     More specifically, the mechanisms of growth of nodes and links areinvestigated, indicating mechanisms quite different from existing models.Another important observation is the bilateral scale-free power-law distributionsof in-degree and out-degree, which exhibit significant positive correlation. Thenetwork, on the other hand, shows the “small world phenomenon” with highweighted clustering coefficient and small average shortest path. Furtheranalyses on the dependencies of average strength of nodes as well as averageweighted clustering coefficient on degree confirm the correlations betweenweighted properties and the network topology. The hierarchy of members isproposed, indicating the heterogeneity of member influence. The quantitativeanalysis of member behavior presents power-law distribution of interevent timebetween two consecutive postings in BBS.
     (4) We discuss opinion dynamics on the BBS network by taking account ofboth social influence and self-affirmation, which addresses state transitions ofactors at the microscopic level, and leads to rich dynamic behaviors at themacroscopic level.
     Both social influence and individual diversity play important roles in opiniondynamics. Social influence is decisive for individual adoption, which is recentlyverified in online social networks. The more neighbors take an opinion, the morepossibly an actor is convinced to adopt it. On the other hand, online socialnetworks consist of actors of different psychological types and social interactions,which exhibit heterogeneous self-affirmation. At each time step, an actor ischosen to update its opinion according to the interplay of social influence and itspersistence in its current opinion, where each actor is assigned a weightproportional to the power of its strength for its persistence.
     We investigate the configurations of reaching the final consensuses, andfind that the advantage of weighted fraction, instead of the population, of oneopinion over the other one leads to the consensus. Given a set of typically initialfractions of opinion+1and opinion-1, the consensus converges towards opinion+1and-1, respectively, when the highest-strength or the lowest-strength actorshold opinion+1. Starting from totally random initial distributions, the opinionleading to the consensus features an advantage of the initially weighted fraction over the other, which also holds in the case of equally random distributions oftwo opinions. That is, whether an opinion denominates depends on the initiallyweighted fraction of it. This indicates that high-strength actors play an essentialrole in opinion formation with strong social influence as well as high persistence.Further investigations show that individual diversity slows down the orderingprocess of consensus. Our study provides deep insights into the role of socialinfluence and individual diversity on opinion formation in online social networks.
     Comparison study shows that opinion evolutions on heterogeneousnetworks and homogeneous networks show dramatic differences. Morespecifically, opinion evolutions on BBS network and scale-free network indicatesimilar characteristics as heterogeneous networks. In contrast, evolutions onsmall-world network and random network are different from those on the aboveheterogeneous networks. Due to the heterogeneity, opinion distributions on BBSnetwork and scale-free network matter.
引文
[1]胡钰.新闻与舆论[M].北京:中国广播电视出版社,2001.
    [2] Lasswell H D. The Structure and Function of Communication in Society [M]. NewYork: Harper&Row,1948:37-51.
    [3]戴维.迈尔斯.社会心理学[M].张智勇,乐国安,侯玉波译,北京:人民邮电出版社,2006.
    [4]菲利普.津巴多,迈克尔.利佩.态度改变与社会影响[M].肖莉,唐小艳,邓羽译.北京:人民邮电出版社,2007.
    [5] The2002Topic Detection and Tracking (TDT2002) Task Definition and EvaluationPlan.[EB/OL]. ftp://jaguar.ncsl.nist.gov//tdt/tdt2002/evalplans/TDT02.Eval.plan.v1.1.pdf.
    [6] Andrew J K, Javed M. Topic Detection and Interest Tracking in a Dynamic OnlineNews Source [C]. Proceedings of the Joint Conference on Digital Libraries,2003:122-124.
    [7] Masaki M, Takao M, Isamu S. Topic Detection and Tracking for News Web Pages
    [C]. Proceedings of the International Conference on Web Intelligence,2006:338-342.
    [8] Chen K Y, Luesak L, Chou S T. Hot Topic Extraction based on Timeling Analysisand Multi-dimensional Sentence Modeling [J]. IEEE Transactions on Knowledgeand Data Engineering,2007,19(8):1-30.
    [9]洪宇,张宇,刘挺等.话题检测与跟踪的评测与研究综述[J].中文信息学报,2007,21(6):71-87.
    [10]Carthy J. Lexieal chains for topie tracking [D]. Department of Computer Science,National University of Dublin,2002.
    [11]Yang Y, Carbonell J, Brown R, et al. Multi-strategy leaming for TDT [C]. In: Allan,2002:85-114.
    [12]Pons A, Berlanga R, Rum S J. Temporal semantic clustering of news paper artielesfor event detevtion [C]. In the proeeedings of Pattern Recognition in InformationSystems (PRIS),2002:104-113.
    [13]Makkonen J, Ahonen-MykaHand S M. Applying semantic classes in eventdetection and tracking [C]. Sangal R, Bendre SM (Eds.), Proceedings ofInternational Conference on Natural Language Processing (ICON),2002:175-183.
    [14]Zhang K, Li J Z, Wu G. New Event Detetction Based on Indexing-tree and NamedEntity [C]. In the Proceeding of ACM SIGIR, Amsterdam,2007.
    [15]赵华,赵铁军,张妹等.基于内容分析的话题检测研究[J].哈尔滨工业大学学报,2006,10(38):1740-1743.
    [16]Zeng H J, He Q C, Chen Z, et al. Learning to Cluster Web Search Results [C]. Inthe proceeding of SIGIR’04, Sheffield, UK,2004:25-29.
    [17]Yu H K, Zhang H P, Liu Q. Chinese named entity identification using cascadedHidden Markov Model [CJJournal on Communications,2006,27:87-93.
    [18]Makkonen J, Ahonen-MykaHand S M. Simple Semantics in Topic Detection andTracking [J]. Information Retrieval,2004,7:347-368.
    [19]贾自艳,何清,张俊海等.一种基于动态进化模型的事件探测和追踪算法[J].计算机研究与发展,2004,41(7):1273-1250.
    [20]赵华,赵铁军,于浩等.面向动态演化的话题检测研究[J].高技术通讯,2006,12(16):1230-1235.
    [21]宋丹,卫东,陈英.基于改进向量空间模型的话题识别跟踪[J].计算机技术与发展,2006,9(16):62-67.
    [22]于满泉,骆卫华,许洪波等.话题识别与跟踪中的层次化话题识别技术研究[J].计算机技术与发展,2006,43(3):459-495.
    [23]Myra S, Irene N, Yannis T, et al. MONIC: Modeling and Monitoring ClusterTransitions [C]. In proceedings of KDD’06, Philadelphia, USA,2006:20-23.
    [24]Qi Zhang M, Zhou Chi X. Discovering evolutionary theme patterns from text: anexploration of temporal text mining [C]. In: Proceedings of the eleventh ACMSIGKDD international conference on Knowledge discovery indata mining.NewYork: ACM Press,2005.198-207.
    [25]单斌,李芳.基于LDA话题演化研究方法综述[J].中文信息学报,2010,24(6):43-49转68.
    [26]Blei D M, Ng A Y, Jordan M I, Latent Dirichlet allocation [J]. Journal of MachineLearning Research,2003,3:993-1022.
    [27].Wang X R, McCallum A. Topic over time: A non-Markov continuous-time modelof topical trends[C]. In: Proceedings of the12th ACM SIGKDD InternationalConference on Knowledge Discovery and Data Mining. Philadelphia, PA, USA,2006.424-433.
    [28]Blei D M, Lafferty J D. Dynamic topic model[C]. In: Proceedings of the23rdInternational Conference on Machine Learning. Pittsburgh, Pennsylvania,2006.113-120.
    [29]Wang C, Blei D M, Heckerman D. Continuous time dynamic topic models [C]. In:Proceedings of the23rd Conference on Uncertainty in Artificial Intelligence,2008.
    [30]Nallapati R M, Cohen W, Ditmore S, et. al. Multi-scale topic tomography [C]. In:Proceedings of the13th ACM SIGKDD International Conference on KnowledgeDiscovery and Data Mining. San Jose, California, USA,2007.520-529.
    [31]Wei X, Sun J, Wang X. Dynamic mixture models for multiple time series [C]. In:Proceedings of the20th International Joint Conference on Artificial Intelligent.Hyderabad, India,2007.2909-2914.
    [32]Song X, Lin C Y, Tseng B L, et. al. Modeling and predicting personal informationdissemination behavior[C]. In: Proceedings of the11th ACM SIGKDD InternationalConference on Knowledge Discovery and Data Mining. Chicago, Illinois, USA,2005.479-488.
    [33]Alsumait L, Barbara D, Domeniconi C. On-line LDA: Adaptive topic models ofmining text streams with applications to topic detection and tracking [C]. In:Proceedings of the8th IEEE International Conference on Data Mining. Washington,DC, USA: IEEE Computer Society,2008.3-12.
    [34]石晶,戴国忠.基于PLSA模型的文本分割[J].计算机研究与发展,2007,44(2):242-248.
    [35]石晶,胡明,石鑫等.基于LDA模型的文本分割[J].计算机学报,2008,31(10):1865-873.
    [36]石晶,范猛,李万龙.基于LDA模型的主题分析[J].自动化学报,2009,35(12):1586-1592.
    [37]楚克明,李芳.基于LDA话题关联的话题演化[J].上海交通大学学报.2010,44(11):1496-1500.
    [38]楚克明.基于LDA的新闻话题演化研究[D].上海交通大学.2010.
    [39]崔凯,周斌,贾焰等.一种基于LDA的在线主题演化挖掘模型[J].计算机科学.2010,37(11):156-193.
    [40]胡海波.在线社会网络的结构、演化及动力学研究[D].上海交通大学,2010.
    [41]Hu H B, Wang X F. Disassortative mixing in online social networks [J].Europhysics Letters,2009,86:18003.
    [42]Hu H B, Wang X F. Evolution of a large online social network [J]. Physics LettersA,2009,373:1105-1110.
    [43]Hu H B, Wang X F. Discrete opinion dynamics on networks based on socialinfluence [J]. Journal of Physics A,2009,42:225005.
    [44]Hu H B, Han D Y. Empirical analysis of individual popularity and activity on anonline music service system [J]. Physica A,2008,387:5916-5921.
    [45]胡海波,徐玲,王科等.大型在线社会网络结构分析[J].上海交通大学学报,2009,43(4):587-591.
    [46]胡海波,王科,徐玲等.基于复杂网络理论的在线社会网络分析[J].复杂系统与复杂性科学,2008,5(2):1-14.
    [47]王科,胡海波,汪小帆.中国高校电子邮件网络实证研究[J].复杂系统与复杂性科学,2008,5(4):66-74.
    [48]徐玲,胡海波,汪小帆.一个中国科学家合作网的实证分析[J].复杂系统与复杂性科学,2009,6(1):20-28.
    [49]Kleinberg J. The convergence of social and technological networks [J]. Commun.ACM,2008,51(11):66-72.
    [50]Shadbolt N, Berners-Lee T. Web science emerges [J]. Scientific American,2008,299(4):76-81.
    [51]Hand D J, Mannila H, Smyth P. Principles of Data Mining [M]. Cambridge, MA:The MIT Press,2001.
    [52]Han J, Kamber M. Data Mining: Concepts and Techniques [M]. San Francisco:Morgan Kaufmann,2005.
    [53]Liu B. Web Data Mining: Exploring Hyperlinks, Contents, and Usage Data [M].Berlin: Springer,2009.
    [54]Milgram S. The small-world problem [J]. Psychology Today,1967,2:60-67.
    [55]Watts D J, Strogatz S H. Collective dynamics of small-world networks [J]. Nature,1998,393:440-442.
    [56]Barabási A L, Albert R. Emergence of scaling in random networks [J]. Science,1999,286:509-512.
    [57]Carrington P J, Scott J, Wasserman S (Eds.). Models and Methods in SocialNetwork Analysis [C]. New York: Cambridge University Press,2005.
    [58]Fischer K, Florian M, Malsch T (Eds.). Socionics: Scalability of Complex SocialSystems [C]. Berlin: Springer,2006.
    [59]Vega-Redondo F. Complex Social Networks [M]. New York: Cambridge UniversityPress,2007.
    [60]Jackson M O.Social and Economic Networks [M]. Princeton: Princeton UniversityPress,2008.
    [61]汪小帆,李翔,陈关荣.复杂网络理论及其应用[M].北京:清华大学出版社,2006.
    [62]何大韧,刘宗华,汪秉宏.复杂系统与复杂网络[M].北京:高等教育出版社,2009.
    [63]Caldarelli G. Scale-Free Networks: Complex Webs in Nature and Technology [M].New York: Oxford University Press,2007.
    [64]Fu F, Chen X, Liu L, et al. Social dilemmas in an online social network: Thestructure and evolution of cooperation [J]. Phys.Lett.A,2007,371:58-64.
    [65]Eeverted Social Network Sites [EB/OL]. Wikipedia.http://en.wikipedia.org/wiki/Online_social_networking,2010.
    [66]Golder S, Wilkinson D, Huberman B. Rhythms of social interaction: messagingwithin amassive online network [EB/OL]. arXiv:cs/0611137v1,2006.
    [67]Ellison N, Steinfeld C, Lampe C.Spatially bounded online social networks andsocial capital: the role of Facebook [EB/OL]. http://www.msu.edu/-nellison/Facebook_ICA_2006.pdf,2006.
    [68]Lewis K, Kaufman J, Gjoka M, et al. Tastes, ties, and time: A new social networkdataset using Facebook.com [C]. Social Networks,2008,30:330-342.
    [69]Gjoka M, Kurant M, Butts C T, et al. A walk in Facebook: Uniform sampling ofusers in online social networks [EB/OL]. arXiv:0906.0060,2009.
    [70]Dunbar R I M.Coevolution of neocortical size, group size and language in humans[J]. Behavioral and Brain Sciences,1993,16(4):681-735.
    [71]Ahn Y Y, Han S, Kwak H, et al. Analysis of topological characteristics of hugeonline social networking services [C]. Proceedings of the16th internationalconference on World Wide Web. New York: ACM Press,2007:835-844.
    [72]Wilson C, Boe B, Sala A, et al. User interactions in social networks and theirimplications [C]. Proceedings of the4th ACM European conference on Computersystems. New York: ACM Press,2009:205-218.
    [73]Chun H,Kwak H,Eom Y H,et al.Comparison of online social relations in terms ofvolume vs. interaction: A case study of Cyworld[C]. Proceedings of the8th ACMSIGCOMM conference on Internet measurement. New York: ACM Press,2008:57-70.
    [74]Lee S H, Kim P J, Jeong H. Statistical properties of sampled networks [J].Phys.Rev.E,2006,73:016102.
    [75]Yuta K, Ono N, Fujiwara Y. A gap in the community-size distribution of alarge-scale social networking site [EB/OL]. arXiv: physics/0701168v2,2007.
    [76]Mislove A, Marcon M, Gummadi K P, et al.Measurement and analysis of onlinesocial networks [C]. Proceedings of the7th ACM SIGCOMM conference onInternet measurement. New York: ACM Press,2007:29-42.
    [77]Spertus E, Sahami M, Buyukkokten O. Evaluating similarity measures: alarge-scale study in the orkut social network[C]. Proceedings of the Eleventh ACMSIGKDD International Conference on Knowledge Discovery and Data Mining. NewYork: ACM Press,2005:678-684.
    [78]Lerman K. Social browsing on Flickr [EB/OL]. arXiv: cs/0612047v1,2007.
    [79]Lerman K. Social browsing&information filtering in social media[EB/OL]. arXiv:0710.5697,2007.
    [80]Cha M, Mislove A, Gummadi K P. A measurement-driven analysis of informationpropagation in the Flickr [C]. Proceedings of the18th international conference onWorld Wide Web. New York: ACM Press,2009:721-730.
    [81]Lerman K.Social information processing in news aggregation [J].IEEE InternetComputing,2007,11(6):16-28.
    [82]Lerman K.Social networks and social information filtering on Digg [EB/OL]. arXiv:cs/0612046v1,2007.
    [83]Goh K I, Eom Y H, Jeong H,et al. Structure and evolution of online socialrelationships: Heterogeneity in unrestricted discussions [J]. Phys. Rev. E,2006,73:066123.
    [84]Zhang J, Ackerman M S, Adamic L. Expertise networks in online communities:structure and algorithms [C]. WWW’07, Banff, Albert, Canada. ACM Press,2007,221-230.
    [85]陈志翔.基于复杂网络的社团结构分析[J].技术与市场,2009,16(12).
    [86]Adamic L A, Adar E. Friends and neighbors on the web [J]. Social Networks,2003,25(3):211-230.
    [87]Kumar R, Novak J, Tomkins A. Structure and evolution of online social networks
    [C]. Proceedings of the12th ACM SIGKDD international conference on Knowledgediscovery and data mining. New York: ACM Press,2006:611-617.
    [88]Zakharov P. Thermodynamic approach for community discovering within thecomplex networks:LiveJournal study.arXiv:physics/0602063v3,2007.
    [89]Johnson N F, Xu C, Zhao Z, et al. Human group formation in online guilds andoffline gangs driven by a common team dynamic [J]. Phys.Rev.E,2009,79:066117.
    [90]Grabowski A, Kruszewska N, Kosiński R A. Properties of on-line social systems [J].Eur. Phys. J. B,2008,66:107-13.
    [91]吴金闪,狄增如.从统计物理学看复杂网络研究[J].物理学进展,2004,24(1):18-46.
    [92]Viswanath B, Mislove A, Cha M, et al. On the evolution of user interaction inFacebook [C]. Proceedings of the2nd ACM workshop on online socialnetworks.New York: ACM Press,2009:37-42.
    [93]Holme P, Edling C R, Liljeros F. Structure and time evolution of an Internet datingcommunity [J]. Social Networks,2004,26:155-174.
    [94]Holme P. Network dynamics of ongoing social relationships [J]. Euro phys. Lett,2003,64:427-433.
    [95]Rybski D, Buldyrev S V, Havlin S, et al. Scaling laws of human interaction activity
    [C]. Proc. Natl. Acad. Sci. U.S.A.,2009,106:12640-12645.
    [96]Mislove A, Koppula H S, Gummadi K P, et al. Growth of the Flickr social network
    [C]. Proceedings of the first workshop on online social networks.New York: ACMPress,2008:25-30.
    [97]Leskovec J, Backstrom L, Kumar R, et al. Microscopic evolution of social networks
    [C]. Proceeding of the14th ACM SIGKDD international conference on Knowledgediscovery and data mining. New York: ACM Press,2008:462-470.
    [98]Leskovec J, Kleinberg J, Faloutsos C. Graph evolution: densification and shrinkingdiameters [J]. ACM Transactions on Knowledge Discovery from Data,2007,1(1):1-40.
    [99]汪秉宏,韩筱璞.人类行为的动力学与统计力学研究[J].物理,2010,39(1):28-37.
    [100] Barabási A L. The origin of bursts and heavy tails in human dynamics [J].Nature,2005,435:207-211.
    [101] Oliveira J G, Barab á si A L. Human dynamics: Darwin and Einsteincorrespondence patterns [J]. Nature,2005,437:1251.
    [102] Masoliver J, Montero M. A continuous time random walk model for financialdistribution [J]. Phys. Rev. E,2003,67:021112.
    [103] Politi M, Scalas E. Fitting the empirical distribution of intertrade duration [J].Physica A,2008,387:2025.
    [104] Jiang Z Q, Chen W, Zhou W X. Scaling in the distribution of intertradedurations of Chinese stocks [J]. Physica A,2008,387:5818.
    [105] Zhou T, Kiet H A T, Kim B J, et al. Role of activity in human dynamics [J].Euro phys. Lett.,2008,82:28002.
    [106]周涛.在线电影点播中的人类动力学模式[J].复杂系统与复杂性科学,2008,5(1):1.
    [107] Candia J, González M C, Wang P, et al. Uncovering individual and collectivehuman dynamics from mobile phone record [J]. J. Phys. A: Math. Theor.,2008,41:224015
    [108] Hong W, Han X P, Zhou T, et al. Heavy-tailed statistics in short messagecommunication [J]. Chin. Phys. Lett.,2009,26:028902
    [109] Grabowski A, Kruszewska N, Kosiński R A. Dynamic phenomena and humanactivity in an artificial society [J]. Phys. Rev. E,2008,78:066110.
    [110] Baek S K, Kim T Y, Kim B J. Testing a priority-based queue model with Linuxcommand histories [J]. Physica A,2008,387:3660
    [111]李楠楠,张宁,周涛.人类通信模式中基于事件统计的实证研究[J].复杂系统与复杂性科学,2008,5(3):43-47.
    [112] Li N N, Zhang N, Zhou Tao. Empirical analysis on temporal statistics of humancorrespondence patterns [J]. Physica A,2008,387:6391-6394.
    [113] Vázquez A, Oliveira J G, Dezso Z, et al. Modeling bursts and heavy tails inhuman dynamics [J]. Phys. Rev. E,2006,73:036127.
    [114]李楠楠,邓竹君,张宁等.从钱学森的通信模式看人类动力学的标度律.人类行为的动力学模型.2007:128-131.
    [115] Dezso Z, Almaas E, Lukács A, et al. The dynamics of information access onthe web [J]. Phys. Rev. E,2006,73:066132.
    [116] Goncalves B, Ramasco J J. Human dynamics revealed through web analytics[J]. Phys. Rev. E,2008,78:026123.
    [117] Walsh B. Markov Chain Monte Carlo and Gibbs Sampling [C]. Lecture Notesfor EEB581.2004.
    [118] Gregor H. Parameter estimation for text analysis [EB/OL]. http://www.arbylon.net/publications/text-est.pdf.
    [119] Morris H D. Optimal Statistical Decisions [M]. John Wiley&Sons, Inc. NewJersey.2004.
    [120] Newman M E J. Assortative mixing in networks [J]. Phys. Rev. Lett.,2002,89:208701.
    [121] Newman M E J, Park J.Why social networks are different from other types ofnetworks [J]. Phys.Rev.E,2003,68:036122.
    [122] Han X P, Zhou T, Wang B H. Modeling human dynamics with adaptive interest[J]. New J. Phys.2008,10:073010.
    [123] Gonzalez M C, Hidalgo C A, Barabasi A L. Understanding individual humanmobility patterns [J]. Nature,2008,453:779-782.
    [124] Shuen A. Web2.0: A Strategy Guide [M]. Sebastopol, CA: O’Reilly Media,2008.
    [125] Dewes C, Wichmann A, Feldman A. An analysis of Internet chat systems [C].IMC’03,2003, New York, ACM Press.
    [126] Harder U, Paczuski M. Correlated dynamics in human printing behavior [J].Physica A,2006,361:329–336.
    [127] Goh K I, Barabási A L. Burstiness and memory in complex systems [J].Europhys. Lett.,2008,81:48002.
    [128] Vázquez A. Exact results for the Barabási model of human dynamics [J]. Phys.Rev. Lett.,2005,95:248701.
    [129] Gabrielli A, Caldarelli G. Invasion percolation and critical transient in theBarabási model of human dynamics [J]. Phys. Rev. Lett.,2007,98:208701
    [130] Oliveira J G, Vázquez A. Impact of interactions on human dynamics [J].Physica A,2009,388:187-192.
    [131] Vazquez A. Impact of memory on human dynamics [J]. Physica A,2007,373:747
    [132] Hidalgo C, Barabási A-L. Inter-event time of uncorrelated and seasonalsystems [J]. Physica A,2007,369:877-883.
    [133] Malmgren R D, Daniel B S, Motter A E, et al. A poissonian explanation forheavy tails in e-mail communication [C]. Proc. Natl.Acad. Sci. USA,2008,105:18153
    [134]韩筱璞,周涛,汪秉宏.基于自适应调节的人类动力学模型[J].复杂系统与复杂性科学,2007,4(4):1-5.
    [135] Han X P, Zhou T, Wang B H. Modeling human dynamics with adaptive interest[J]. New J. Phys.2008,10:073010.
    [136] Gonzalez M C, Hidalgo C A, Barabasi A L. Understanding individual humanmobility patterns [J]. Nature,2008,453:779-782.
    [137] Rhee L, Shin M, Hong S, et al. On the Levy-walk nature of human mobility [C].In: Proc.27th IEEE Conf. Comput. Commun., INFCOM, IEEE Press,2008.
    [138] Sims D W, Southall E J, Humphries N E, et al. Scaling laws of marine predatorsearch behavior [J]. Nature,2008,451:1098-1102.
    [139] Viswanathan G M, Buldyrev S V, Havlin S et al. Optimizing the success ofrandom searches [J]. Nature,1999,401:911-914.
    [140] Reynolds A M. Scale-free movement patterns arising from factory-drivenforaging [J]. Phys. Rev. E,2005,72:041928
    [141]刘云,丁飞,张振江.舆论形成和演进模型的研究综述[J].北京交通大学学报,2010,34(5):83-88.
    [142] Clifford P, Sudbury A. A model for spatial conflict [J]. Biometrika,1973,60:581-588.
    [143] Redner S. A Guide to First-passage Processes [M]. Cambridge: CambridgeUniversity Press,2001.
    [144] Dornic I, Chaté H, Chave J, et al. Critical coarsening without surface tension:The universality class of the Voter model [J]. Phys. Rev. Lett.,2001,87:045701.
    [145] Galam S. Minority Opinion Spreading in Random Geometry [J]. Eur. Phys. J.B,2002,25:403-406.
    [146] Galam S. Sociophysics: A Review of Galam Models [J]. International Journalof Modern Physics C,2008,19(3):409-440.
    [147] Sznajd Weron K, Sznajd J. Opinion Evolution in Closed Community [J].International Journal of Modern Physics C,2000,11(6):1157-1165.
    [148] Nowak A, Szamrej J, Latane B. From private attitude to public opinion: adynamic theory of social impact [J]. Psych. Rev.1990,97:362.
    [149] Slanina F, Lavicka H. Analytical Results for the Sznajd Model of OpinionFormation [J]. Eur. Phys. J. B,2003,35:279-288.
    [150] Sznajd W K. Sznajd Model and Its Application [J]. ACTA Physica Polonica B,2005,36(8):2537-2547.
    [151] Fortunato S. The Sznajd Consensus Model with Continuous Opinions [J]. Int. J.Mod. Phys. C,2005,16(1):17-24.
    [152] Woloszyn M, Stauffer D, Kulakowski K. Phase Transition in Nowak SznajdOpinion Dynamics [J]. Physica A,2006,378(2):453-458.
    [153] Frachebourg L, Kvapivsky P L. Exact results for kinetics of catalytic reactions[J]. Phys. Rev. E,1996,53:3009.
    [154] Krapivsky P L. Kinetics of monomer-monomer surface catalytic reactions [J].Phys. Rev. A,1992,45:1067-1072.
    [155] Cox J T. Coalescing random walks and Voter model consensus times on thetorus inZ d[J]. Ann. Probab.,1989,17:1333-1366.
    [156] Castellano C, Vilone D, Vespignani A. Incomplete ordering of the voter modelon small-world networks [J]. Europhys. Lett.,2003,63:153-158.
    [157] Vilone D, Castellano C. Solution of voter model dynamics on annealedsmall-world networks [J]. Phys. Rev. E,2004,69:016109.
    [158] Suchecki K, Eguíluz V M, Miguel M S. Voter model dynamics in complexnetworks: Role of dimensionality, disorder, and degree distribution [J]. Phys. Rev. E,2005,72:036132.
    [159] Sousa A O. Consensus Formation on A Triad Scale Free Network [J]. Physica A,2005(348):701-710.
    [160] Sire C, Majumdar S N. Coarsening in the q-state Potts model and the Isingmodel with globally conserved magnetization [J]. Phys. Rev. E,1995,52:244-254.
    [161] Chen P, Redner S, Consensus formation in multi-state majority and pluralitymodels [J]. J. Phys. A.2005,38:7239.
    [162] Mobilia M. Does a single zealot affect an infinite group of voters?[J]. Phys.Rev. Lett.,2003,91:028701.
    [163] Mobilia M, Georgiev I T. Voting and catalytic processes with inhomogeneities[J]. Phys. Rev. E,2005,71:046102.
    [164] Mobilia M, Petersen A, Redner S. On the role of zealotry in the voter model [J].J. Stat. Mech: Theory Exp.,2007, P08029.
    [165] Stark H U, Tessone C J, Schweitzer F. Decelerating microdynamics canaccelerate macrodynamics in the Voter model [J]. Phys. Rev. Lett.,2008,101:018701.
    [166] Nardini C, Kozma B, Barrat A. Who’s talking first? Consensus or lack thereofin coevolving opinion formation models [J]. Phys. Rev. Lett.,2008,100:158701.
    [167] Vazquez F, Eguíluz V M, Miguel M S. Generic absorbing transition incoevolution dynamics [J]. Phys. Rev. Lett.,2008,100:108702.
    [168] Kohring G A. Ising models of social impact: the role of cumulativeadvantage[J]. J. Phys. I France,1996,6:301.
    [169] Kacperski K, Holyst J A. Phase transitions and hysteresis in a cellularautomata-based model of opinion formation,1996J. Stat. Phys.84(1-2).
    [170] Kacperski K, Holyst J A. Opinion formation model with strong leader andexternal impact: a mean field approach [J]. Physica A,1999,269(2):511.
    [171] Kacperski K, Holyst J A. Phase transitions as a persistent feature of groupswith leaders in models of opinion formation [J]. Physica A,2000,287(3):631.
    [172] Fronczak P, Fronczak A, Holyst J A. Ferromagnetic fluid as a model of socialimpact [J]. Int. J. Mod. Phys. D,2006,17(8):1227-1235.
    [173] Castellano C, Fortunato S, Loreto V. Statistical physics of social dynamics [J].Rev. Mod. Phys.,2009,81:591.
    [174]朱国东.关于网络舆论演进的若干问题研究[D].北京交通大学.2009.
    [175]王茹.复杂网络Opinion动力学研究[D].华中师范大学.2009.
    [176] Deffuant G, Neau D, Amblard F, et al. Mixing Beliefs Among InteractingAgents [J]. Advances in Complex Systems,2001,3:87-98.
    [177] Weisbuch G, Deffuant G, Amblard F, et al. Meet, Discuss, and Segregate [J].Complexity,2002,7(3):55-63.
    [178] Hegselmann R, Krause U. Opinion Dynamics and Bounded Confidense Models,Analysis, and Simulat ions [J]. Journal of Ar tificial Societ ies and Social Simulation,2002,5(3).
    [179] Stauffer D, Meyer-Ortmanns H. Simulation of consensus model of Deffuant etal on a Barabasi Albert Network [J]. Int. J. Mod. Phys. C,2004,15:241-246.
    [180] Weisbuch G. Bounded confidence and social networks [J]. Eur. Phys. J. B2004,38:339-343.
    [181] Si X M, Liu Y, Ding F. An Opinion Dynamics Model with CommunityStructure [C], Proceedings of the Third International Conference on Modelling andSimulation,2010,6:41-46.
    [182]司夏萌,刘云,丁飞等.具有社团结构的有界信任舆论涌现模型研究[J].系统仿真学报,2009,21(23):7644-7647.
    [183] Si X M, Liu Y, Zhang Z J. Opinion Dynamics in Populations with ImplicitCommunity Structure [J]. International Journal of Modern Physics C,2009,20(12):2013-2026.
    [184] Fortunato S. Damage spreading and opinion dynamics on scale-freenetworks[J]. Physica A,2005,348:683-690.
    [185] Fortunato S, Latora V, Pluchino A, et al. Vector opinion dynamics in a boundedconfidence consensus model [J]. Int. J. Mod. Phys. C,2005,16:1535-1551.
    [186] Fortunato S. On the consensus threshold for the opinion dynamics ofKrause–Hegselmann [J]. Int. J. Mod. Phys. C,2005,16:259-270.
    [187] Centola D. The spread of behavior in an online social network [J]. Science,2010,329:1194
    [188] Zanette D H. Critical behavior of propagation on small-world networks [J].Phys. Rev. E.2001,64:050901.
    [189] Kuperman M, Zanette D H. Stochastic resonance in a model of opinionformation on small world networks [J]. Eur. Phys. J. B.2002,26:387.
    [190] Li P P, Zheng D F, Hui P M. Dynamics of opinion formation in a small-worldnetwork [J]. Phys. Rev. E,2006,73:056128.
    [191] Julian C. Non-equilibrium opinion spreading on2D small-world networks [J]. J.Stat. Mech.,2007:09001.
    [192] Guo L, Cai X. Opinion dynamics of Sznajd model on small-world network [J].Commun. Comput. Phys.2009,6:586.
    [193] Gandica Y, Castillo M M, Vázquez G J, et al. Continuous opinion model insmall world directed networks [J]. Phys. A,2010,389:5864.
    [194] Stauffer D, Sousa A O, Schulze C. Discretized opinion dynamics of Deffuantmodel on scale-free networks [J]. Simulation,2003,21.
    [195] Fortunato Santo. Damage spreading and opinion dynamics on scale freenetworks [J]. Phys. A,2004,348:683.
    [196] Bartolozzi M, Leinweber D B, Thomas A W. Stochastic opinion formation inscale-free networks [J]. Phys. Rev. E,2005,72:046113.
    [197] KurmyshevE, Juarez H A, Gonzalez-Silva R A. Stochastic resonance in amodel of opinion formation on small-world networks [J]. Phys. A,2011,390:2945.
    [198] Amblard F, Deffuant G. The role of network topology on extremismpropagation with the relative agreement opinion dynamics [J]. Phys. A,2004,343:715.
    [199] Martins A C R. Mobility and social network effects on extremist opinions [J].Phys. Rev. E,2008,78:036104.
    [200] Sobkowicz P. Opinion formation in networked societies with strong leaders
    [EB/OL]. arXiv: cond-mat/0311521v1,2003.
    [201] Weisbuch G, Stauffer D, Amblard F, et al. Lecture Notes in Economics andMathematical Systems, Fandel G, Trockel W (eds.). Springer Verlag,Berlin-Heidelberg, Germany,521:225-242.
    [202] Ben-Naim E. Opinion dynamics: rise and fall of political parties [J]. Euro. Phys.Lett.2005,69:671.
    [203] Kozma B, Barrat A. Consensus formation on adaptive networks [J]. PhysicalReview E,2008,77(1):016102.
    [204] Malarz K. Truth seekers in opinion dynamics models [J]. IJMPC2006,17(10):1521-1524.
    [205] Deffuant G. Comparing extremism propagation patterns in continuous opinionmodels [J]. Journal of Artificial Societies and Social Simulation,2006,9(3).http://jasss.soc.surrey.ac.uk/9/3/8/8.pdf.
    [206] Fudenberg D, Tirole J.博弈论[M].北京:中国人民大学出版社,2002.
    [207] Weibull J.演化博弈论[M].王永钦译.上海:上海人民出版社,2006.
    [208] Ding F, Liu Y. Modeling opinion interactions in a BBS community [J]. EuroPhysics Journal B.2010,78(2):245-252.
    [209] Martins A C R. Continuous opinions and discrete actions in opinion dynamicsproblems [J]. International Journal of Modern Physics C,2008(19):617-624.
    [210] Martins A C R. Bayesian updating rules in continuous opinion dynamicsmodels [J]. J. Stat. Mech,2009(2):02017.
    [211] Martins A C R, Kuba C D. The importance of disagreeing: contrarians andextremism in the Coda model [ED/OL]. http://arxiv.org/abs/0901.2737.
    [212] Dimare A. Latora V. Opinion formation models based on game theory [J].International Journal of Modern Physics C,2007,18(9):1377-1395.
    [213] Cao L, Li X. Mixed evolutionary strategies imply coexisting opinions onnetworks [J]. Physical review E,2008,77(1):016108.
    [214] Ding Fei, Liu Yun, Li Yong. Co-evolution of opinionand strategy in persuasiondynamics: an evolutionary game theoretical approach [J], International Journal ofModern Physics C,2009,20(3):479-490.
    [215] Ding F, Liu Y, Shen B, et al. An evolutionary game theory model of binaryopinion formation [J].Physica A,2010(389):1745-1752.
    [216]曾庆香.对“舆论”定义的商榷[J].新闻与传播研究.2007,4.
    [217]刘智.网络社区危机信息传播与干预研究[D].合肥:中国科学技术大学.2010.
    [218]邓新民.网络舆论与网络舆论引导[J].探索.2003,5.
    [219]谭伟.网络舆论的概念及特征[J].湖南社会科学.2003,5.
    [220]吴飞主编.传媒影响力[M].北京:中国传媒大学出版社.2005.
    [221]聂德民.网络舆论与社会引导[D].上海大学,2009.
    [222]王天意.网络舆论引导与和谐论坛建设[M].人民出版社,2008.
    [223]杨雄主编.网络时代行为与社会管理[M].上海:上海社会科学院.2007
    [224]刘肖.理智与偏见——当代西方涉华国际舆论研究[M].北京:中国社会科学出版社.2010.
    [225] Β.Γ.阿法纳西耶夫.社会:系统性、认识与管理.北京:北京大学出版社.1987.
    [226]吴江霖,戴键林等编著.社会心理学[M].广州:广东教育出版社.2003.
    [227]纪红.互联网舆情的形成发展与引导管理研究[D].华中科技大学,2009.
    [228]茆诗松,王静龙,濮晓龙.高等数理统计[M].北京:高等教育出版社,2006:341.
    [229] S.詹姆士.普雷斯著.贝叶斯统计学——原理、模型与应用[M].廖文,陈安贵等译.北京:中国统计出版社,1992:54.
    [230]苏良军.高等数理统计[M].北京:北京大学出版社,2007:26.
    [231] Zhou li. Latent dirichlet allocation note [EB/OL]. http://lsa-lda.googlecode.com/files/Latent dirichlet allocation note.pdf.
    [232]陈剑赟.体育视频语义内容分析[D].国防科学技术大学,2005.
    [233]丁轶群.基于概率生成模型的文本主题建模及其应用[D].浙江大学,2010.
    [234] Blei D. M, Lafferty J D. Topic models [EB/OL]. http://www.cs.pronceton.edu/~blei/papers/Bleilafferty2009.pdf.2009.
    [235] Cieri C, Strassel S, Graff D, et al. Corpora for topic detection and tracking. In:Topic detection and tracking_event based information organization [M].Boston:Kluwer Academic Publisher,2002:33-66.
    [236] Morris H D. Optimal Statistical Decisions [M]. John Wiley&Sons, Inc. NewJersey.2004.
    [237] Walsh B. Markov Chain Monte Carlo and Gibbs Sampling [C]. Lecture Notesfor EEB581.2004.
    [238] Thomas L. G, Mark S. Finding scientific topics [C]. In: Proceedings of theNational Academy of Sciences of the United States of America,2004,101(Suppl1):5228-5235.
    [239] Christopher D M, Hinrich S. Foundations of statistical natural labguageprocessing [M].苑春法,李庆中,王昀等译.北京:电子工业出版社.2005.
    [240]吕楠.话题追踪与演化分析技术研究[D].信息工程大学,2009.
    [241]网易[EB/OL]. http://www.163.com.
    [242]天涯论坛[EB/OL]. http://www.tianya.cn/bbs/index.shtml.
    [243] ICTCLAS [EB/OL]. http://www.nlp.org.cn/project/project.php?proj_id=6.
    [244] Daniel J, James H M.自然语言处理综论[M].冯志伟,孙乐译.北京:电子工业出版社.2005.
    [245]方锦清,汪晓帆,郑志刚等.网络科学:一门崭新的交叉科学[J].物理学进展,2007,27(3):239-343.
    [246]王林,戴冠中.复杂网络的Scale-free性、Scale-free现象及其控制[M].北京:科学出版社.2009.
    [247] Kou Z, Zhang C. Reply Networks on Bulletin Board System [J]. Phys. Rev. E,2003,67:36117.
    [248] Albert R, A-L Barabási. Statistical mechanics of complex networks [J].Reviews of modern physics,2002,74(1):47-97.
    [249] Boccalettia S, Latora V, Moreno Y, et al. Complex networks: Structure anddynamics [J]. Physcis Reports.2006,424:175-308.
    [250] Newman M E J. The structure and function of complex networks [EB/OL].http://www-personal.umich.edu/~mejn/courses/2004/cscs535/review.pdf.
    [251] Lewenstein M, Nowak A, Latane B. Statistical mechanics of social impact [J].Phys. Rev. A.1992,45(2):763-776.
    [252] Watts D J, Strogatz S H. Collective dynamics of small-world networks [J].Nature.1998:393.
    [253] Taylor S E, Peplau L A, Sears D O.社会心理学[M].谢晓非,谢冬梅,张怡玲等译.北京:北京大学出版社.2004.
    [254]凯斯.桑斯坦.网络共和国——网络社会中的民主问题[M].黄魏明译.上海:上海人民出版社.2003.
    [255]付永利.网络意见领袖影响力研究[D].河南大学.2010.
    [256]苗东升.系统科学大学讲稿[M].北京:中国人民大学出版社.2007.

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