定向节点强度熵中心性:复杂网络中影响节点排序

Giridhar Maji
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引用次数: 0

摘要

识别网络中有影响力的传播者是一个重要的研究领域。现有的中心性指标存在局限性,要么在某些网络上表现良好,但计算要求很高,要么在排名中分辨率较低。此外,大多数早期的研究忽略了我们在本研究中利用的(n)关系/边缘的方向和加权方面。在现实世界中,实体之间的关系和影响往往不是对称的。例如,一个有魅力的人可能会对一个普通公民产生重大影响,而反之则可能不成立。我们提出了一种称为定向节点强度熵(DNSE)的新方法,这是一种基于拓扑的方法,用于识别无向网络中可以最大化传播影响的关键节点。一个重要的邻居对一个节点施加的影响大于当它自己的重要性小于该邻居时它对该邻居施加的影响。我们的前提是网络边(连接)的强度是有方向性的,这种强度取决于起始节点的重要性。我们为边缘分配潜在的权重,并使用节点的程度作为其重要性的代理。通过邻域的定向节点熵对节点进行排序。我们对来自不同领域的真实网络进行了广泛的评估。我们将提出的DNSE方法与类似的基于拓扑的方法进行了比较,使用Kendall的秩相关、排序唯一性、ccdf和传播影响,并以SIR模型为基准。结果表明,与最先进的DNSE相比,所提出的DNSE表现出优越或同等的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Directional node strength entropy centrality: Ranking influential nodes in complex networks
Identifying influential spreaders within a network is an important research area. Existing centrality metrics have limitations of either performing well on certain networks, but being computationally demanding, or having lower resolution in ranking. Also, most of the earlier studies ignore the directional and weighted aspect of a(n) relationship/edge that we exploit in the present study. In the real world, the relationships and influences between entities are often not symmetric. For example, a charismatic individual may have a significant impact on a common citizen, while the reverse may not be true. We propose a new approach called Directional Node Strength Entropy (DNSE), a topology-based method to identify critical nodes in an undirected network that can maximize spreading influence. An important neighbor exerts more influence on a node than it exerts back to that neighbor if its own importance is less than the neighbor. Our premise is that the strengths of network edges (connections) are directional and this strength depends on the importance of the starting node. We assign potential weights to the edges and use the degree of a node as a proxy for its importance. Directional node entropy across the neighborhood is used to rank the nodes. We conducted an extensive evaluation on real-world networks from various domains. We compared the proposed DNSE method against similar topology-based methods using Kendall’s rank correlation, ranking uniqueness, ccdf, and spreading influence, utilizing the SIR model as the benchmark. Results show that the proposed DNSE demonstrates superior or at-par performance compared to the state-of-the-art.
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