M. Obadia, J. Rougier, L. Iannone, V. Conan, M. Bouet
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引用次数: 16
摘要
网络功能虚拟化(Network Function Virtualization, NFV)是一种新兴的方法,作为一种提高网络灵活性、效率和可管理性的方法,已经受到学术界和工业界的关注。利用这种灵活性可以更好地优化虚拟网络功能(vnf),现在可以动态地将其放置在网络中,以有效地适应网络约束和运营商的业务目标。网络应用的请求被表示为服务链(Service Chains, sc):一组通过虚拟链路链接在一起的VNFs。vnf和sc的放置是一个挑战,它会影响所有应用程序的服务质量和运营商的运营成本。本文给出了该布局问题的整数线性规划(ILP)公式。由于问题是np完全的,我们提供了一个基于博弈论的启发式算法,并在最佳响应算法中实现。我们的方法的一个关键优点是,当VNF成本与服务器费用呈线性关系时,它可以证明接近于最优值。当这个假设放松时,我们还评估了这种启发式算法,并表明它比其他最先进的算法更有效。
Network Function Virtualization (NFV) is an emerging approach that has received attention from both academia and industry as a way to improve flexibility, efficiency, and manageability of networks. This flexibility can be leveraged to allow for a better optimization of Virtual Network Functions (VNFs), which can now be dynamically placed in the network to adapt efficiently to both network constraints and the business objectives of operators. Network applications' requests are expressed as Service Chains (SCs): a set of VNFs chained together through virtual links. The placement of VNFs and SCs is a challenge that impacts the quality of service of all applications and the operating cost incurred on the operator. In this paper we present an Integer Linear Programming (ILP) formulation of this placement problem. Since the problem is NP-complete, we provide a heuristic based on game theory and implemented in a best response algorithm. One key benefit of our approach is that it stays provably close to the optimal, when VNF costs are linear with respect to the server charge. We also evaluate this heuristic when this assumption is relaxed and show that it stays more efficient than other state of the art algorithms.