室内移动网络中比例公平算法的吞吐量分位数平均新方法

Z. Valkova-Jarvis, V. Stoynov
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引用次数: 3

摘要

无线资源分配技术的智能优化对于提高下一代网络(ngn)的整体性能至关重要。由于更高的数据速率、更低的延迟和更高的用户公平性是主要目标,因此必须使用有效的调度算法。在本文中,使用现实室内环境发生器(RIEG)实现了对室内网络性能的评估,当使用20种不同的吞吐量分位数平均方法(tqam)用于称为比例公平(PF)的下行资源分配算法(RAA)时。tqam通过使用一种称为比较因子(CF)的可靠度量进行比较,该度量评估移动网络的整体性能,同时考虑室内用户的平均吞吐量,资源分配的公平性和中断率。每种类型的tqam都使用前面吞吐量的不同部分来评估PF调度算法使用的平均吞吐量,以便将网络资源分配给用户。实验结果表明,当用户数量增加时,包含更大的先前吞吐量组的tqam更加稳定。当考虑到最小最大组时,可以观察到总体吞吐量的增加,而使用最小或最大组则可以提高公平性。当考虑到前一吞吐量的最大或中间部分时,蜂窝边缘用户的性能得到最大的提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel throughput quantile averaging methods for the proportional fair algorithm in indoor mobile networks
Smart optimisation of radio resource distribution techniques is crucial in improving the overall performance of Next-Generation Networks (NGNs). Since higher data rates, lower latency and increased fairness for users are the main goals, an efficient scheduling algorithm has to be used. In this paper an evaluation of the performance of an indoor network is realised using the Realistic Indoor Environment Generator (RIEG), when 20 different Throughput Quantile Averaging Methods (TQAMs) for the downlink Resource Allocation Algorithm (RAA) called Proportional Fair (PF) are used. The TQAMs are compared by using a trustworthy metric called Comparative Factor (CF), which evaluates the overall performance of the mobile network, simultaneously taking into account the average throughput of the indoor users, the fairness of resource distribution and the outage ratio. Each type of the TQAMs takes a different part of the previous throughputs to evaluate the average throughput used by the PF scheduling algorithm in order to allocate network resources to the users. The experimental results show that the TQAMs which incorporate bigger groups of previous throughputs are more stable when the number of users increases. When the min-max groups are taken into account an increase of overall throughput is observed, while using the min or max groups leads to an increase in fairness. The performance of the cell-edge users is improved the most when the max or middle part of the previous throughputs is taken into account.
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