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Availability optimization in a ring-based network topology

机译:基于环网的拓扑中的可用性优化

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Cellular networks are nowadays considered as a major critical infrastructure. Resiliency to failure due to disasters, weather based disruptions or malicious activities is essential. In the case of ring topology, because of delay and availability requirements, a wireless network connected to an aggregation node must sometimes be split into several rings. In this paper, we study the availability optimization in a ring based network topology for a given number of cellular sites and a given size of rings. We prove that if each ring includes 3 nodes, the problem can be solved in a polynomial time, while for bigger rings, the problem is NP-hard. In this latter case, we provide approximation methods based on linear programming in order to converge to the solution. (C) 2017 Elsevier B.V. All rights reserved.
机译:如今,蜂窝网络被视为主要的关键基础设施。对于因灾难,基于天气的干扰或恶意活动而导致的故障恢复能力至关重要。在环形拓扑的情况下,由于延迟和可用性要求,有时必须将连接到聚合节点的无线网络拆分为多个环。在本文中,我们针对给定数量的蜂窝站点和给定尺寸的环,研究了基于环的网络拓扑中的可用性优化。我们证明,如果每个环包括3个节点,则可以在多项式时间内解决问题,而对于较大的环,则问题是NP难的。在后一种情况下,我们提供基于线性规划的近似方法以收敛到解。 (C)2017 Elsevier B.V.保留所有权利。

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