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Spectral-efficient resource allocation for mixed services in OFDMA-based 5G heterogeneous networks

机译:基于OFDMA的5G异构网络中混合服务的频谱高效资源分配

摘要

One of the principal thrusts of proposed 5G networks is the provisioning of mixed services or heterogeneous Quality-of-Service (QoS) which includes delay-sensitive (DS) and delay tolerant (DT) services. ududGuaranteeing the fairness in data rate among end-users in such a complex network brings many challenges. In this paper, we consider heterogeneous QoS and fairness in the problem of spectrally efficient resource allocation in OFDMA based 5G heterogeneous networks (HetNets) with femtocells. ududWe aim to maximize the total capacity of all femtocells while satisfying the following: fairness constraint for DT users, minimum throughput for DS users, cross-tier interference threshold of femtocell HetNets and exclusive property of OFDMA subchannels. The formulated problem is combinatorial and non-convex due to the integer constraint of OFDMA subchannels and non-affine equality constraint of the fairness. ududTo make the problem more tractable, we propose to maximise the overall throughput over instantaneous data rate instead of power and subchannel. By doing this, the fairness equality becomes affine on instantaneous data rate. The feasible domain of the problem is redefined with the constraints of subchannels readily included. ududThe transformed problem takes the standard convex form which is much simpler and is easily solved using the Lagrangian dual method. The proposed algorithm has a low complexity and provides a higher spectral efficiency compared to existing algorithms.
机译:提议的5G网络的主要推动力之一是提供混合服务或异构服务质量(QoS),其中包括延迟敏感(DS)和延迟容忍(DT)服务。 ud ud在如此复杂的网络中保证最终用户之间数据速率的公平性带来了许多挑战。在本文中,我们考虑了具有毫微微小区的基于OFDMA的5G异构网络(HetNets)在频谱有效资源分配问题中的异构QoS和公平性。 ud ud我们的目标是在满足以下条件的同时,最大化所有毫微微小区的总容量:DT用户的公平性约束,DS用户的最小吞吐量,femtocell HetNets的跨层干扰阈值以及OFDMA子信道的专有属性。由于OFDMA子信道的整数约束和公平性的非仿射等式约束,提出的问题是组合的和非凸的。 ud ud为了使问题更易于处理,我们建议在瞬时数据速率而不是功率和子信道上最大化整体吞吐量。这样,公平性就等同于瞬时数据速率。通过容易包含的子信道约束来重新定义问题的可行域。 ud ud变换后的问题采用标准凸形,它简单得多,并且可以使用拉格朗日对偶方法轻松解决。与现有算法相比,该算法具有较低的复杂度并提供了更高的频谱效率。

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