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An Efficient and Lightweight Load Forecasting for Proactive Scaling in 5G Mobile Networks

机译:5G移动网络中主轴缩放的高效负载预测

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The number of connected devices is increasing with the emergence of new services and trends. This phenomenon is leading to a traffic growth over both the control and the data planes of the mobile core network. It is expected that the traffic will increase more and more with the installation of the new generation of mobile networking (5G) as it offers more services that are intended to be connected over the same network, in addition to the legacy ones. Therefore, the 3GPP group has rethought the architecture of the New Generation Core (NGC) by defining its components as Virtualized Network Functions (VNF). However, scalability techniques should be envisioned in order to answer the needs, in term of resource provisioning, without degrading the Quality Of Service (QoS) already offered by hardware based core networks. Neural networks, and in particular deep learning, having shown their effectiveness in predicting time series, could be good candidates for predicting traffic evolution. In this paper, we propose a novel solution to generalize neural networks while accelerating the learning process by using K-means clustering, and a Monte-Carlo method. We benchmarked multiple types of deep neural networks using real operator's data in order to compare their efficiency in forecasting the upcoming network load for dynamic and proactive resources' provisioning. The proposed solution allows obtaining very good predictions of the traffic evolution while reducing by 50% the time needed for the learning phase.
机译:随着新服务和趋势的出现,连接设备的数量正在增加。这种现象导致移动核心网络的控制和数据平面上的交通增长。预计交通将增加更多和更多,因为它提供了更多的服务,因为它提供了更多的服务,该服务旨在通过相同的网络连接,除了传统的传统。因此,3GPP组通过将其组件定义为虚拟化网络功能(VNF)来重新开始新一代核心(NGC)的架构。然而,应设想可伸缩性技术,以便在资源供应期间回答需求,而不会降低基于硬件的核心网络已经提供的服务质量(QoS)。神经网络,特别是深度学习,在预测时间序列中表明了它们的有效性,可以是用于预测交通演进的良好候选者。在本文中,我们提出了一种新的解决方案来概括神经网络,同时通过使用K-means聚类和蒙特卡罗方法加速学习过程。我们使用真正的操作员数据基准多种类型的深神经网络,以比较它们在预测即将到来的动态和主动资源配置的网络负载方面的效率。所提出的解决方案允许获得交通演进的非常好的预测,同时减少了50%的学习阶段所需的时间。

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