通过线性规划优化视频流复用

H. Stern, O. Hadar, Nir Friedman
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引用次数: 7

摘要

本文提出了一种基于逐流累积数据曲线分段线性逼近的压缩视频流最优复用方案。提出了一种考虑不同客户端约束条件的线性规划算法。结果表明,该算法在保证服务质量(QoS)的前提下,获得了最大的带宽利用率。该算法考虑了复用流和单个流之间的相互作用,同时找到了使峰值传输速率最小的最优复用总调度和单个流调度。此外,由于该算法是线性规划的,因此在多项式时间内是有界的。仿真结果表明,与非平滑情况相比,聚合流的峰值速率和速率可变性显著降低。因此,所提出的方案允许增加同时服务的视频流的数量。
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Optimal video stream multiplexing through linear programming
This paper presents a new optimal multiplexing scheme for compressed video streams based on a piecewise linear approximation of the accumulative data curve of each stream. A linear programming algorithm is provided, which takes into account different constraints of each client. It is shown that the algorithm succeeds in obtaining maximum bandwidth utilization with Quality of Service (QoS) guarantees. The algorithm takes into account the interaction between the multiplexed streams and the individual streams, and simultaneously finds the optimum total multiplexed schedule and individual stream schedules that minimizes the peak transmission rate. In addition, the algorithm, due to the linear programming formulation, is bounded in polynomial time. The simulation results show a significant reduction in peak rate and rate variability of the aggregated stream, compared to the non-smoothing case. Therefore the proposed scheme allows an increase in the number of simultaneously served video streams.
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