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Block-Compressed-Sensing-Based Multiuser Detection for Uplink Grant-Free NOMA Systems

机译:基于块压缩的基于传感的多用户检测,用于上行免费赠款的NOMA系统

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Grant-free non-orthogonal multiple access (NOMA) has recently gained significant attention for reducing signaling overhead in machine-type communications (MTC). In this context, compressed sensing (CS) has been identified as a good candidate for joint activity and data detection due to the inherent sparsity nature of user activity. This paper augments activity and data detection for frame based multi-user uplink scenarios where users are (in)active for the duration of a frame, namely frame-wise joint sparsity model. Firstly, we formulate the block CS (BCS)-based sparse signal recovery framework, by fully extracting and exploiting the underlying frame-wise joint sparsity of the user activity. Then, to make explicit use of the block sparsity inherent in the equivalent block-sparse model and consider that the user sparsity level should be unknown for multiuser detection, two enhanced BCS- based greedy algorithms are developed, i.e., threshold aided block sparsity adaptive subspace pursuit (TA-BSASP) and cross validation aided block sparsity adaptive subspace pursuit (CVA- BSASP). Specifically, the proposed TA-BSASP algorithm can approach the oracle least squares (LS) performance, by reasonably setting the threshold based on the AWGN noise floor. And the proposed CVA-BSASP algorithm is a highly practical algorithm design that does not require any prior knowledge, by adopting the statistical and machine learning mechanism cross validation (CV) to determine the stopping condition of the algorithm. Superior performance of the proposed algorithms is demonstrated by numerical experiments.
机译:最近,无授权非正交多址访问(NOMA)在减少机器类型通信(MTC)中的信令开销方面引起了极大的关注。在这种情况下,由于用户活动的固有稀疏性,压缩感知(CS)已被确定为联合活动和数据检测的良好候选者。本文针对基于帧的多用户上行链路场景增加了活动和数据检测,在这些场景中,用户在帧持续时间内处于非活动状态,即逐帧联合稀疏模型​​。首先,我们通过完全提取和利用用户活动的底层帧方向联合稀疏性,制定了基于块CS(BCS)的稀疏信号恢复框架。然后,为了显式使用等效块稀疏模型中固有的块稀疏性并考虑到用户稀疏性级别对于多用户检测应该是未知的,开发了两种基于BCS的增强贪婪算法,即阈值辅助块稀疏性自适应子空间跟踪(TA-BSASP)和交叉验证辅助块稀疏性自适应子空间跟踪(CVA-BSASP)。具体而言,通过基于AWGN本底噪声合理地设置阈值,所提出的TA-BSASP算法可以达到oracle最小二乘(LS)性能。提出的CVA-BSASP算法是一种高度实用的算法设计,不需要任何先验知识,通过采用统计和机器学习机制的交叉验证(CV)来确定算法的停止条件。数值实验证明了所提出算法的优越性能。

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