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Organization of networks with tagged nodes and biased links: A priori distinct communities: The case of intelligent design proponents and Darwinian evolution defenders

机译:具有标记节点和偏向链接的网络的组织:先验的独特社区:智能设计支持者和达尔文进化论捍卫者的案例

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摘要

Among the topics of opinion formation it is of interest to observe the characteristics of networks with a priori distinct communities. The citation network(s) between selected members of the Neocreationist and Intelligent Design and the Darwinian Evolution communities are unfolded through the available internet citations. The resulting adjacency matrix is not symmetric. A generalization of considerations pertaining to the case of networks with tagged nodes and biased links, directed or undirected, is presented. The main characteristic coefficients describing the structure of such networks are outlined. The structural features are discussed searching for statistical aspects of the communities. The degree distributions, each network's assortativity, specific global and local clustering coefficients and the Average Overlap Indices are especially calculated since the distribution of elements in the rectangular submatrices represent inter-community connections. The various closed and open triangles made from nodes, distinguishing the community, are listed. The z-scores of patterns are calculated. One can distinguish between opinion leaders, followers and main rivals and briefly interpret their relationships through intuitively expected behavior in defence of an opinion. Suggestions for more elaborate models describing such communities and their subsequent structures are found in conclusions.
机译:在观点形成的主题中,观察具有先验不同社区的网络的特征是很有意义的。通过可用的互联网引用,新创意主义者和智能设计的选定成员与达尔文进化论社区之间的引用网络得以展开。所得的邻接矩阵不对称。提出了与带有标记节点和有向或无向的带偏向链路的网络的情况有关的考虑因素的概括。概述了描述此类网络结构的主要特征系数。讨论了结构特征,以寻找社区的统计方面。由于矩形子矩阵中元素的分布表示社区之间的联系,因此特别计算了度分布,每个网络的分类性,特定的全局和局部聚类系数以及平均重叠指数。列出了由节点组成的各种闭合三角形和开放三角形,以区分社区。计算图案的z分数。可以区分意见领袖,追随者和主要竞争对手,并通过直观的预期行为来捍卫意见,从而简要解释他们之间的关系。结论中提出了对描述此类社区及其后续结构的更精细模型的建议。

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