Discussion of “Co-citation and Co-authorship Networks of Statisticians”

IF 4.6 Q2 MATERIALS SCIENCE, BIOMATERIALS
X. Zhu, E. Kolaczyk
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引用次数: 1

Abstract

We thank the authors for their new contribution to a high quality dataset and interesting findings from the modeling and analysis of the co-citation and co-authorship networks of statisticians. Leveraging this dataset, there are lots of additional questions that might be answered, and analyses done. Network motif analysis is one such, with roots in the triad census of traditional social network analysis (Wasserman and Faust 1994, chap. 14.2.1) and first introduced in its modern form by Milo et al. (2002) in systems biology. It has since been applied to various scientific domains, for example, social science, neuroscience, to study network structures and the underlying complex systems (see Stone, Simberloff, and Artzy-Randrup (2019) for a survey article). While the notion of network motif was originally defined for static networks as small subgraph patterns occurring frequently in a given network, several ways have been proposed to extend it to dynamic networks consisting of a set of vertices and a collection of timestamped edges. One widely used one is from Paranjape, Benson, and Leskovec (2017), where temporal motifs are defined as an ordered sequence of timestamped edges among a subset of nodes conforming to a specified pattern as well as a specified duration of time δ in which the edges must occur. In contrast to their static counterparts, such temporal motifs take into account not only subgraph isomorphism but also edge ordering and duration, which can be regarded as the simple building blocks for temporal structures of dynamic networks. There are a few works in the literature on motif analysis for journal citation networks (Wu, Han, and Li 2008; Zeng and Rong 2021) and author collaboration networks (Chakraborty, Ganguly, and Mukherjee 2015), but none of them seem to be from the perspective of temporal motifs. In this discussion, we construct temporal citation networks among statisticians using the publication data provided in the article, and focus on analyzing the frequency and distribution of temporal motifs in such dynamic networks. This analysis provides initial insights into the temporal patterns of citing behaviors among authors of various statistics journals from 1975 to 2015.
关于“统计学家的共同引用和合作网络”的讨论
我们感谢作者对高质量数据集的新贡献,以及对统计学家的共同引用和共同作者网络的建模和分析得出的有趣发现。利用这个数据集,还有很多额外的问题可能会得到回答,并进行分析。网络基序分析就是其中之一,其根源于传统社会网络分析的三元普查(Wasserman和Faust 1994,第14.2.1章),并由Milo等人(2002)在系统生物学中首次以现代形式引入。此后,它被应用于各种科学领域,例如社会科学、神经科学,以研究网络结构和潜在的复杂系统(见Stone、Simberloff和Artzy Randrup(2019)的调查文章)。虽然网络基序的概念最初是为静态网络定义的,即在给定网络中频繁出现的小子图模式,但已经提出了几种方法将其扩展到由一组顶点和一组带时间戳的边组成的动态网络。一种广泛使用的模式来自Paranjape、Benson和Leskovec(2017),其中时间基序被定义为符合特定模式以及边缘必须出现的特定持续时间δ的节点子集中的带时间戳的边缘的有序序列。与静态基序相比,这种时间基序不仅考虑了子图同构,还考虑了边序和持续时间,这可以被视为动态网络时间结构的简单构建块。文献中有一些关于期刊引文网络主题分析的作品(吴、韩和李,2008;曾和荣,2021)和作者合作网络(Chakraborty、Ganguly和Mukherjee,2015),但似乎都不是从时间主题的角度出发的。在这篇讨论中,我们利用文章中提供的发表数据构建了统计学家之间的时间引文网络,并重点分析了时间基序在这种动态网络中的频率和分布。这项分析为1975年至2015年各种统计期刊作者引用行为的时间模式提供了初步见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
ACS Applied Bio Materials
ACS Applied Bio Materials Chemistry-Chemistry (all)
CiteScore
9.40
自引率
2.10%
发文量
464
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