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Online Scaling of NFV Service Chains across Geo-distributed Datacenters

机译:跨地理分布式数据中心的NFV服务链的在线扩展

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摘要

Network Function Virtualization (NFV) is an emerging paradigm that turnshardware-dependent implementation of network functions (i.e., middleboxes) intosoftware modules running on virtualized platforms, for significant costreduction and ease of management. Such virtual network functions (VNFs)commonly constitute service chains, to provide network services that trafficflows need to go through. Efficient deployment of VNFs for network serviceprovisioning is key to realize the NFV goals. Existing efforts on VNF placementmostly deal with offline or one-time placement, ignoring the fundamental,dynamic deployment and scaling need of VNFs to handle practical time-varyingtraffic volumes. This work investigates dynamic placement of VNF service chainsacross geo-distributed datacenters to serve flows between dispersed source anddestination pairs, for operational cost minimization of the service chainprovider over the entire system span. An efficient online algorithm isproposed, which consists of two main components: (1) A regularization-basedapproach from online learning literature to convert the offline optimaldeployment problem into a sequence of one-shot regularized problems, each to beefficiently solved in one time slot; (2) An online dependent rounding scheme toderive feasible integer solutions from the optimal fractional solutions of theone-shot problems, and to guarantee a good competitive ratio of the onlinealgorithm over the entire time span. We verify our online algorithm with solidtheoretical analysis and trace-driven simulations under realistic settings.
机译:网络功能虚拟化(NFV)是一种新兴的范例,它将依赖于硬件的网络功能(即中间盒)的实现转换为在虚拟化平台上运行的软件模块,以显着降低成本并简化管理。此类虚拟网络功能(VNF)通常构成服务链,以提供流量需要通过的网络服务。有效部署VNF以进行网络服务配置是实现NFV目标的关键。在VNF放置方面,现有的工作大部分是脱机或一次性放置,而忽略了VNF的基本,动态部署和扩展需求,以处理实际时变流量。这项工作研究了VNF服务链在地理分布的数据中心之间的动态放置,以服务于分散的源和目标对之间的流,以使整个系统范围内的服务链提供商的运营成本最小化。提出了一种有效的在线算法,该算法包括两个主要部分:(1)基于在线学习文献的基于正则化的方法,将离线最优部署问题转换为一系列一次性正则化问题,每个问题都可以在一个时隙中有效地解决; (2)一种在线相依四舍五入方案,从单发问题的最优分数解中推导出可行的整数解,并在整个时间范围内保证了良好的在线算法竞争比。我们通过在实际设置下的实体理论分析和跟踪驱动的仿真来验证我们的在线算法。

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