孤立概念在时间集团枚举中的应用

IF 1.4 Q2 SOCIAL SCIENCES, INTERDISCIPLINARY
Hendrik Molter, R. Niedermeier, Malte Renken
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引用次数: 4

摘要

抽象隔离是一个最初在静态网络中的集团枚举背景下构思的概念,主要用于对与外部世界没有太多联系的社区进行建模。这里,如果团与图的其余部分连接的边很少,则认为团是孤立的。受最近在时间网络中列举派系的工作的启发,我们将隔离概念转化为时间环境。我们发现,时间维度的增加导致了六个不同的自然隔离概念。我们的主要贡献是为集团枚举的六种隔离类型中的五种开发了参数化枚举算法,使用了参数“隔离度”。简而言之,这意味着这些集团越孤立,我们就越快找到它们。在经验方面,我们在(时间)社交网络数据上实现并测试了这些算法,获得了令人鼓舞的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Isolation concepts applied to temporal clique enumeration
Abstract Isolation is a concept originally conceived in the context of clique enumeration in static networks, mostly used to model communities that do not have much contact to the outside world. Herein, a clique is considered isolated if it has few edges connecting it to the rest of the graph. Motivated by recent work on enumerating cliques in temporal networks, we transform the isolation concept to the temporal setting. We discover that the addition of the time dimension leads to six distinct natural isolation concepts. Our main contribution is the development of parameterized enumeration algorithms for five of these six isolation types for clique enumeration, employing the parameter “degree of isolation.” In a nutshell, this means that the more isolated these cliques are, the faster we can find them. On the empirical side, we implemented and tested these algorithms on (temporal) social network data, obtaining encouraging results.
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来源期刊
Network Science
Network Science SOCIAL SCIENCES, INTERDISCIPLINARY-
CiteScore
3.50
自引率
5.90%
发文量
24
期刊介绍: Network Science is an important journal for an important discipline - one using the network paradigm, focusing on actors and relational linkages, to inform research, methodology, and applications from many fields across the natural, social, engineering and informational sciences. Given growing understanding of the interconnectedness and globalization of the world, network methods are an increasingly recognized way to research aspects of modern society along with the individuals, organizations, and other actors within it. The discipline is ready for a comprehensive journal, open to papers from all relevant areas. Network Science is a defining work, shaping this discipline. The journal welcomes contributions from researchers in all areas working on network theory, methods, and data.
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