用于管理蜂窝网络中多个视频流的播放摊位的FPTAS

Swapnoneel Roy, A. Seetharam
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引用次数: 0

摘要

随着无线蜂窝技术(如5G、4G LTE)的普及,管理通过这些网络传输不同视频的无线客户端的体验质量(QoE)变得越来越重要。在本文中,我们考虑了多个客户端从蜂窝基站流式传输不同视频时所经历的播放摊位管理问题。我们在之前的工作[1]的基础上,制定了一个基于时代的领先感知多视频传输(LMVT)问题,以最大限度地减少移动客户端所经历的播放摊位总数。在[1],[2]中,我们证明了LMVT问题是np困难的,并提出了一个伪多项式动态规划解和一个简单的贪婪启发式来解决问题。在本文中,我们首先表明,即使是LMVT问题的一个更简单和更少限制的版本仍然很难。然后,我们通过证明它等同于Santa Claus问题[3],[4],为LVMT问题设计了一个完全多项式时间近似方案(FPTAS)。FPTAS提供了一个有界的性能保证,与最优解(其中B是一个历元中的时隙数量,ε是一个小常数)相差1/1+ϵB。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An FPTAS for managing playout stalls for multiple video streams in cellular networks
With the proliferation of wireless cellular technology (e.g., 5G, 4G LTE), managing quality of experience (QoE) for wireless clients streaming different videos over these networks is becoming increasingly important. In this paper, we consider the problem of managing playout stalls experienced by multiple clients streaming different videos from a cellular base station. We build on our prior work [1], where we formulate an epoch based lead aware multiple video transmission (LMVT) problem to minimize the total number of playout stalls experienced by mobile clients. In [1], [2], we show that the LMVT problem is NP-hard and propose a pseudo polynomial dynamic programming solution and a simple greedy heuristic to solve the problem. In this paper, we first show that even a simpler and less restrictive version of the LMVT problem remains hard. We then design a fully polynomial time approximation scheme (FPTAS) for the LVMT problem by demonstrating that it is equivalent to the Santa Claus Problem [3], [4]. The FPTAS provides a bounded performance guarantee, differing by a factor of 1/1+ϵB from the optimal solution (where B is the number of time slots in an epoch and ε is a small constant).
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