使用多层社交网络的机会主义消息路由

Annalisa Socievole, Eiko Yoneki, F. Rango, J. Crowcroft
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引用次数: 45

摘要

在机会网络中,由于源节点和目标节点之间可能不存在端到端路径,节点通常利用接触机会执行逐跳路由。大多数基于社交的路由协议使用从现实世界的相遇网络中提取的社交信息来选择适当的消息中继。然而,基于相遇历史的协议需要时间来建立知识库,并据此做出路由决策。一种从多个社交网络中提取社交信息的机会路由协议可以作为一种替代方法,以避免由于遭遇的部分信息而导致的次优路径。虽然联系信息不断变化,需要时间来识别强大的社会关系,但在线社交网络关系仍然相当稳定,可以用来增加可用的部分联系信息。在本文中,我们提出了一种新的机会路由方法,称为ML-SOR(多层基于社交网络的路由),它从多个社交环境中提取社交网络信息。为了选择有效的转发节点,ML-SOR将节点的转发能力与遇到的节点进行比较,从节点中心性、连接强度和链路预测三个方面进行衡量。这些指标是由ML-SOR在不同的社交网络层上计算出来的。跟踪驱动仿真表明,与其他方案相比,ML-SOR能够以高概率传递消息,同时保持很小的开销比率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Opportunistic message routing using multi-layer social networks
In opportunistic networks, the nodes usually exploit a contact opportunity to perform hop-by-hop routing, since an end-to-end path between the source node and destination node may not exist. Most social-based routing protocols use social information extracted from real-world encounter networks to select an appropriate message relay. A protocol based on encounter history, however, takes time to build up a knowledge database from which to take routing decisions. An opportunistic routing protocol which extracts social information from multiple social networks, can be an alternative approach to avoid suboptimal paths due to partial information on encounters. While contact information changes constantly and it takes time to identify strong social ties, online social network ties remain rather stable and can be used to augment available partial contact information. In this paper, we propose a novel opportunistic routing approach, called ML-SOR (Multi-layer Social Network based Routing), which extracts social network information from multiple social contexts. To select an effective forwarding node, ML-SOR measures the forwarding capability of a node when compared to an encountered node in terms of node centrality, tie strength and link prediction. These metrics are computed by ML-SOR on different social network layers. Trace driven simulations show that ML-SOR, when compared to other schemes, is able to deliver messages with high probability while keeping overhead ratio very small.
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