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On Protected Traffic Routing in Wireless Networks with Partial Multiple Link Failures

机译:部分多链路故障的无线网络中受保护的流量路由的研究

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In this paper we study an optimization problem relevant for wireless networks. In such networks links are subject to capacity disruptions caused by changing weather/channel condition that force to adapt the modulation and coding schemes to the observed condition. To cope with this issue in network optimization, we propose a new strategy called the Flow Thinning Strategy. For traffic protection we assume (possibly) over-dimensioned normal path-flows (i.e., path-flows defined for the availability state with all links fully available, the so called normal state) that are thinned in a failure state-dependent way to adapt to fluctuating reduced capacity. What is important, the normal flows cannot be increased or restored in any way. Moreover, we assume that the demand volumes to be realized in states can be reduced as compared to the normal demands. To solve a link cost minimization problem corresponding to the above assumptions, we develop an original non-compact linear programming model together with its solution algorithm based on path generation. We also present a numerical study that compares the performance of the assumed flow-thinning routing with other routing strategies studied before. In the presented version, our model is applicable to wireless networks with non-interfering point-to-point links such as free space optical links or microwave links.
机译:在本文中,我们研究了与无线网络相关的优化问题。在这样的网络中,链路会受到由于天气/信道条件变化而引起的容量中断的影响,这迫使调制和编码方案必须适应观察到的条件。为了解决网络优化中的这个问题,我们提出了一种新的策略,称为流稀疏策略。为了进行流量保护,我们假定(可能)超尺寸的正常路径流(即,为可用性状态定义的路径流,其中所有链路都完全可用,即所谓的正常状态),它们以与故障状态相关的方式变薄以适应波动减少容量。重要的是,不能以任何方式增加或恢复正常流量。此外,我们假设与正常需求相比,可以减少在状态下要实现的需求量。为了解决与上述假设相对应的链路成本最小化问题,我们开发了原始的非紧凑线性规划模型及其基于路径生成的求解算法。我们还提供了一项数值研究,将假设的流稀疏路由的性能与之前研究的其他路由策略进行了比较。在提出的版本中,我们的模型适用于具有无干扰点对点链路(例如自由空间光链路或微波链路)的无线网络。

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