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Robustness on topology reconfiguration of complex networks: An entropic approach

机译:复杂网络拓扑重构的稳健性:一种熵方法

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Study on complex networks illustrates systems of real-world in disparate realms that incorporates a range of biological networks to technological systems and has, over the past years, become one of the most important and fascinating fields of the interdisciplinary research center. These complex networks share many topological features such as the small-worldness, scale-freeness, the existence of motifs and graphlets and self-similarity. In most cases, complex and real-networks are very large, and the description and analysis of them in explicit form is often faced with difficulty. We manage to head off aforementioned troubles by examining successful models amongst communication networks in some particular aspects, including important factors such as cost, security, integrity, scalability, and fault tolerant. The last factor is distinctly important for each communication network. Recently, some methods and mechanisms have been proposed to increase and improve the robustness of network by modifying its topology. The rewiring is the mechanism amongst the defensive strategies to increase the resilience of attacked networks in which the affected nodes are disconnected from faulty nodes and, possibly, connect to another profitable node with a specific probability. In this paper, a rewiring mechanism based on Shannon entropy concept is proposed to streamline the complex networks configuration in order to improve their resiliency. Network entropy is a quantitative criterion for describing its robustness and is acknowledged as one of the topological characteristic criteria. In practice, this quantity is related to the capacity of the network to tolerate changes in its configuration under various environmental constraints. We evaluate the network robustness based on the spectrum of degree distribution, heterogeneity, as well as the average size of the largest connected cluster during removing nodes with a sequence of systematic attacks based on the degree, betweenness, and Dangalchev's closeness centralities. The proposed rewiring strategy is applied over six synthetic networks and six real datasets, and then we verified that through approximately 30% swapping of links, the overall robustness of networks can be reached.
机译:对复杂网络的研究说明了在不同领域中的现实世界的系统,这些系统将一系列生物网络整合到技术系统中,并且在过去几年中已成为跨学科研究中心的最重要和最引人入胜的领域之一。这些复杂的网络具有许多拓扑特征,例如小世界性,无标度,图案和图形的存在以及自相似性。在大多数情况下,复杂的真实网络非常大,以明确形式对其进行描述和分析通常会遇到困难。我们通过检查通信网络中某些特定方面的成功模型来设法避免上述麻烦,这些模型包括诸如成本,安全性,完整性,可伸缩性和容错性等重要因素。对于每个通信网络,最后一个因素非常重要。近来,已经提出了一些方法和机制,以通过修改其拓扑来增加和改善网络的鲁棒性。重新布线是防御策略中的一种机制,用于提高被攻击网络的弹性,其中,受影响的节点与故障节点断开连接,并有可能以特定的概率连接到另一个可盈利的节点。本文提出了一种基于香农熵概念的重新布线机制,以简化复杂网络的配置,以提高其弹性。网络熵是描述其鲁棒性的定量标准,并且被认为是拓扑特征标准之一。实际上,此数量与网络在各种环境约束下容忍其配置更改的能力有关。我们基于度分布,异质性以及在移除节点的过程中最大连接群集的平均大小来评估网络的鲁棒性,并基于度,中间性和Dangalchev的紧密度中心点进行一系列系统攻击。提议的重新布线策略被应用于六个合成网络和六个真实数据集,然后我们验证了通过大约30%的链路交换,可以达到网络的整体鲁棒性。

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