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DELMU: A Deep Learning Approach to Maximising the Utility of Virtualised Millimetre-Wave Backhauls

机译:DELMU:一种深度学习方法,可最大化虚拟毫米波回程的实用性

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Advances in network programmability enable operators to 'slice' the physical infrastructure into independent logical networks. By this approach, each network slice aims to accommodate the demands of increasingly diverse services. However, precise allocation of resources to slices across future 5G millimetre-wave backhaul networks, to optimise the total network utility, is challenging. This is because the performance of different services often depends on conflicting requirements, including bandwidth, sensitivity to delay, or the monetary value of the traffic incurred. In this paper, we put forward a general rate utility framework for slicing mm-wave backhaul links, encompassing all known types of service utilities, i.e. logarithmic, sigmoid, polynomial, and linear. We then introduce Delmu, a deep learning solution that tackles the complexity of optimising non-convex objective functions built upon arbitrary combinations of such utilities. Specifically, by employing a stack of con-volutional blocks, Delmu can learn correlations between traffic demands and achievable optimal rate assignments. We further regulate the inferences made by the neural network through a simple 'sanity check' routine, which guarantees both flow rate admissibility within the network's capacity region and minimum service levels. The proposed method can be trained within minutes, following which it computes rate allocations that match those obtained with state-of-the-art global optimisation algorithms, yet orders of magnitude faster. This confirms the applicability of Delmu to highly dynamic traffic regimes and we demonstrate up to 62% network utility gains over a baseline greedy approach.
机译:网络可编程性的进步使运营商能够将物理基础架构“分片”为独立的逻辑网络。通过这种方法,每个网络切片旨在满足日益多样化的服务的需求。但是,如何在未来的5G毫米波回程网络中为切片精确分配资源,以优化整个网络效用,是一项挑战。这是因为不同服务的性能通常取决于相互矛盾的要求,包括带宽,对延迟的敏感性或所产生流量的货币价值。在本文中,我们提出了一种用于切片毫米波回程链路的通用速率实用程序框架,其中涵盖了所有已知类型的服务实用程序,即对数,S形,多项式和线性。然后,我们介绍深度学习解决方案Delmu,该解决方案解决了基于此类实用程序的任意组合优化非凸目标函数的复杂性。具体来说,通过使用卷积块堆栈,Delmu可以了解流量需求与可实现的最佳速率分配之间的相关性。我们通过一个简单的“健全性检查”程序进一步调整了神经网络的推论,该程序既保证了网络容量区域内的流量可接纳性,又保证了最低服务水平。所提出的方法可以在数分钟内得到训练,然后计算与最先进的全局优化算法获得的速率分配相匹配的速率分配,但速度要快几个数量级。这证实了Delmu在高动态流量情况下的适用性,并且我们证明了在基线贪婪方法下网络实用程序收益最多可提高62%。

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