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Joint Pilot Allocation and Robust Transmission Design for Ultra-dense User-centric TDD C-RAN with Imperfect CSI

机译:超密集空间联合先导分配与鲁棒传动设计   具有不完美CsI的以用户为中心的TDD C-RaN

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摘要

This paper considers the unavailability of complete channel state information(CSI) in ultra-dense cloud radio access networks (C-RANs). The user-centriccluster is adopted to reduce the computational complexity, while the incompleteCSI is considered to reduce the heavy channel training overhead, where onlylarge-scale inter-cluster CSI is available. Channel estimation forintra-cluster CSI is also considered, where we formulate a joint pilotallocation and user equipment (UE) selection problem to maximize the number ofadmitted UEs with fixed number of pilots. A novel pilot allocation algorithm isproposed by considering the multi-UE pilot interference. Then, we considerrobust beam-vector optimization problem subject to UEs' data rate requirementsand fronthaul capacity constraints, where the channel estimation error andincomplete inter-cluster CSI are considered. The exact data rate is difficultto obtain in closed form, and instead we conservatively replace it with itslower-bound. The resulting problem is non-convex, combinatorial, and eveninfeasible. A practical algorithm, based on UE selection, successive convexapproximation (SCA) and semi-definite relaxation approach, is proposed to solvethis problem with guaranteed convergence. We strictly prove that semidefiniterelaxation is tight with probability 1. Finally, extensive simulation resultsare presented to show the fast convergence of our proposed algorithm anddemonstrate its superiority over the existing algorithms.
机译:本文考虑了超密集云无线接入网(C-RAN)中不存在完整的信道状态信息(CSI)的问题。采用以用户为中心的集群来降低计算复杂度,而考虑使用不完整的CSI来减少繁重的信道训练开销,因为只有大规模的集群间CSI可用。还考虑了集群内CSI的信道估计,在此我们制定了联合导频分配和用户设备(UE)选择问题,以最大化具有固定导频数的允许UE数。通过考虑多UE导频干扰,提出了一种新颖的导频分配算法。然后,考虑了UE的数据速率要求和前传容量约束,考虑了信道估计误差和不完整的集群间CSI,提出了鲁棒的波束矢量优化问题。很难以封闭形式获得确切的数据速率,相反,我们保守地用其下限代替它。产生的问题是非凸的,组合的,甚至是不可行的。提出了一种基于UE选择,连续凸逼近(SCA)和半确定松弛方法的实用算法,以保证收敛性。我们严格证明半定松弛是概率为1的紧。最后,给出了广泛的仿真结果,以显示我们提出的算法的快速收敛性,并证明了其与现有算法相比的优越性。

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