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Approaches to Analysis of Large Networks

机译:大型网络分析方法

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Large networks are networks with some thousands up to billions of nodes that can be entirely stored in computer's memory. Most of large networks are sparse - their number of links is of the same order as their number of nodes (Dunbar's number). This allows us to develop very efficient (subquadratic) algorithms for analysis of large networks. To support the analysis of large networks we started in 1996 to develop a program Pajek (De Nooy et al. 2011). Besides basic graph theory algorithms, such as weak and strong connectivity, condensation, topological ordering, etc., Pajek contains also several specific network analysis algorithms: 3-rings and 4-rings weights, SPC weights, (generalized) cores, fragment (motif) searching, network multiplication, cuts, islands, clustering and blockmodeling (Doreian et al. 2004) and others. For details see Batagelj et al. (2014).
机译:大型网络是具有数千个甚至数十亿个节点的网络,这些节点可以完全存储在计算机的内存中。大多数大型网络都是稀疏的-链接数与节点数(邓巴数)的顺序相同。这使我们能够开发出非常有效的(次二次)算法来分析大型网络。为了支持对大型网络的分析,我们从1996年开始开发Pajek程序(De Nooy等,2011)。除了基本的图论算法(例如,弱连接和强连接,压缩,拓扑排序等)之外,Pajek还包含几种特定的网络分析算法:3环和4环权重,SPC权重,(通用)核,片段(基序) ),网络乘法,切割,孤岛,聚类和块建模(Doreian等人,2004年)等。有关详细信息,请参见Batagelj等。 (2014)。

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