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arXiv 2407.18546cs.SIphysics.soc-ph
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具有节点移动性的几何网络性质的统计分析

Statistical Analysis of the Properties of Geometric Network with Node Mobility

Md. Arquam, Utkarsh Tiwari, Suchi Kumari

AI总结:

本文提出了具有移动节点的几何网络模型(GNMN),通过评估连通性、节点度分布等关键网络度量,分析了节点移动性对网络性质的影响,仿真揭示了其行为的显著变化。

摘要:

移动改变了参与的移动对象或节点的底层空间表示。在现实世界场景中,此类移动节点可以是任何生物网络、交通网络、社交网络、人类交互等的一部分。几何结构的变化导致现实世界网络的各种理想性质发生变化,尤其是在人类交互网络中。在现实生活中,人们为了更好的生活方式而移动,由于地理变化而建立新的连接。因此,在本文中,我们设计了一个具有移动节点的几何网络模型(GNMN),并对其性质进行了全面的统计分析。我们通过评估关键网络度量(如连通性、节点度分布、二跳邻居和中心性度量)来分析节点移动性的影响。通过广泛的仿真,我们观察到具有移动节点的几何网络的行为存在显著变化。

英文摘要:

The movement changes the underlying spatial representation of the participated mobile objects or nodes. In real world scenario, such mobile nodes can be part of any biological network, transportation network, social network, human interaction, etc. The change in the geometry leads to the change in various desirable properties of real-world networks especially in human interaction networks. In real life, human movement is concerned for better lifestyle where they form their new connections due to the geographical changes. Therefore, in this paper, we design a model for geometric networks with mobile nodes (GNMN) and conduct a comprehensive statistical analysis of their properties. We analyze the effect of node mobility by evaluating key network metrics such as connectivity, node degree distribution, second hop neighbors, and centrality measures. Through extensive simulations, we observe significant variations in the behavior of geometric networks with mobile nodes.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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