论文标题

通过选择性合作和广义规范相关性检测细胞边缘检测

Cell-Edge Detection via Selective Cooperation and Generalized Canonical Correlation

论文作者

Ibrahim, Mohamed Salah, Zamzam, Ahmed S., Konar, Aritra, Sidiropoulos, Nicholas D.

论文摘要

改善细胞之间边界周围的用户的上行服务质量是LTE系统的关键挑战。依靠电源控制,现有方法会节省细胞中心用户的速率,而多用户检测则需要对细胞边缘用户进行准确的频道估计,这是另一个挑战,因为它们接收到低接收的信噪比(SNR)。通过以下事实:细胞边缘用户信号较弱,但在不同的基站(BSS)(BSS)的常见(大致相等的功率接收),本文在细胞边缘用户检测与广义规范相关分析(GCCA)之间建立了联系。它提出了一种基于GCCA的方法,该方法利用选择性BS合作即使在低SNR处也恢复了细胞边缘用户信号子空间。然后,可以通过代数信号处理技术从所得混合物中提取细胞边缘用户信号。本文包括理论分析,显示了为什么GCCA在轻度条件下恢复包含细胞边缘用户信号的正确子空间。所提出的方法还可以识别系统中的单元格用户数量,即通用子空间维度。模拟显示相对于各种多源检测技术的性能改善。细胞边缘检测性能的进一步研究是选择了多少 /哪些BS的函数,并且表明使用最接近的三个BS始终是最佳选择。

Improving the uplink quality of service for users located around the boundaries between cells is a key challenge in LTE systems. Relying on power control, existing approaches throttle the rates of cell-center users, while multi-user detection requires accurate channel estimates for the cell-edge users, which is another challenge due to their low received signal-to-noise ratio (SNR). Utilizing the fact that cell-edge user signals are weak but common (received at roughly equal power) at different base stations (BSs), this paper establishes a connection between cell-edge user detection and generalized canonical correlation analysis (GCCA). It puts forth a GCCA-based method that leverages selective BS cooperation to recover the cell-edge user signal subspace even at low SNR. The cell-edge user signals can then be extracted from the resulting mixture via algebraic signal processing techniques. The paper includes theoretical analysis showing why GCCA recovers the correct subspace containing the cell-edge user signals under mild conditions. The proposed method can also identify the number of cell-edge users in the system, i.e., the common subspace dimension. Simulations reveal significant performance improvement relative to various multiuser detection techniques. Cell-edge detection performance is further studied as a function of how many / which BSs are selected, and it is shown that using the closest three BS is always the best choice.

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