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首页> 外文期刊>International Journal of Modern Physics, C. Physics and Computers >Empirical analysis of the clustering coefficient in the user-object bipartite networks
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Empirical analysis of the clustering coefficient in the user-object bipartite networks

机译:用户对象二分网络中聚类系数的实证分析

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摘要

The clustering coefficient of the bipartite network, C_4, has been widely used to investigate the statistical properties of the user-object systems. In this paper, we empirically analyze the evolution patterns of C _4 for a nine year MovieLens data set, where C_4 is used to describe the diversity of the user interest. First, we divide the MovieLens data set into fractions according to the time intervals and calculate C_4 of each fraction. The empirical results show that, the diversity of the user interest changes periodically with a round of one year, which reaches the smallest value in spring, then increases to the maximum value in autumn and begins to decrease in winter. Furthermore, a null model is proposed to compare with the empirical results, which is constructed in the following way. Each user selects each object with a turnable probability p, and the numbers of users and objects are equal to that of the real MovieLens data set. The comparison result indicates that the user activity has greatly influenced the structure of the user-object bipartite network, and users with the same degree information may have two totally different clustering coefficients. On the other hand, the same clustering coefficient also corresponds to different degrees. Therefore, we need to take the clustering coefficient into consideration together with the degree information when describing the user selection activity.
机译:双向网络的聚类系数C_4已被广泛用于研究用户对象系统的统计特性。在本文中,我们根据经验分析了一个9年的MovieLens数据集的C _4的演化模式,其中C_4用于描述用户兴趣的多样性。首先,我们根据时间间隔将MovieLens数据集划分为多个部分,并计算每个部分的C_4。实证结果表明,用户兴趣的多样性以一年为周期周期性变化,在春季达到最小值,然后在秋季达到最大值,在冬季开始减小。此外,提出了一种零模型与经验结果进行比较,该模型以以下方式构造。每个用户以可翻转的概率p选择每个对象,并且用户和对象的数量等于真实MovieLens数据集的数量。比较结果表明,用户活动极大地影响了用户-对象双向网络的结构,具有相同程度信息的用户可能具有两个完全不同的聚类系数。另一方面,相同的聚类系数也对应于不同的程度。因此,在描述用户选择活动时,我们需要将聚类系数与程度信息一起考虑。

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