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Optimal Rate Allocation for Video Streaming in Wireless Networks With User Dynamics

机译:具有用户动态的无线网络中视频流的最佳速率分配

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We consider the problem of optimal rate allocation and admission control for adaptive video streaming sessions in wireless networks with user dynamics. The central aim is to achieve an optimal tradeoff between several key objectives: maximizing the average rate utility per user, minimizing the temporal rate variability, and maximizing the number of users supported. We derive sample path upper bounds for the long-term net utility rate in terms of either a linear program or a concave optimization problem, depending on whether the admissible rate set is discrete or continuous. We then show that the upper bounds are asymptotically achievable in large-scale systems by policies which either deny access to a user or assign it a fixed rate for its entire session, without relying on any advance knowledge of the duration. Moreover, the asymptotically optimal policies exhibit a specific structure, which allow them to be characterized through just a single variable, and have the further property that the induced offered load is unity. We exploit the latter insights to devise parsimonious online algorithms for learning and tracking the optimal rate assignments and establish the convergence of these algorithms. Extensive simulation experiments demonstrate that the proposed algorithms perform well, even in relatively small-scale systems.
机译:我们考虑具有用户动态的无线网络中自适应视频流会话的最佳速率分配和准入控制问题。中心目标是在几个关键目标之间实现最佳平衡:最大化每个用户的平均费率效用,最小化时间速率的可变性以及最大化支持的用户数量。我们根据线性规划或凹面优化问题得出长期净效用率的样本路径上限,具体取决于允许的利率集是离散的还是连续的。然后,我们表明,通过拒绝用户访问或在整个会话中为其分配固定速率的策略,而无需依赖于持续时间的任何先验知识,就可以在大型系统中渐近实现上限。而且,渐近最优策略表现出特定的结构,这使得它们仅通过单个变量即可表征,并具有进一步的特性,即所感应的所提供的负载是统一的。我们利用后者的见解设计出简约的在线算法,以学习和跟踪最佳速率分配并建立这些算法的收敛性。大量的仿真实验表明,即使在相对较小的系统中,所提出的算法也能很好地执行。

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