The core requirement of massive Machine-Type Communication (mMTC) is to support reliable and fast access for an enormous number of machine-type devices (MTDs). In many practical applications, the base station (BS) only concerns the list of received messages instead of the source information, introducing the emerging concept of unsourced random access (URA). Although some massive multiple-input multiple-output (MIMO) URA schemes have been proposed recently, the unique propagation properties of millimeter-wave (mmWave) massive MIMO systems are not fully exploited in conventional URA schemes. In grant-free random access, the BS cannot perform receive beamforming independently as the identities of active users are unknown to the BS. Therefore, only the intrinsic beam division property can be exploited to improve the decoding performance. In this paper, a URA scheme based on beam-space tree decoding is proposed for mmWave massive MIMO system. Specifically, two beam-space tree decoders are designed based on hard decision and soft decision, respectively, to utilize the beam division property. They both leverage the beam division property to assist in discriminating the sub-blocks transmitted from different users. Besides, the first decoder can reduce the searching space, enjoying a low complexity. The second decoder exploits the advantage of list decoding to recover the miss-detected packets. Simulation results verify the superiority of the proposed URA schemes compared to the conventional URA schemes in terms of error probability.
翻译:大规模机器-电视通信(MMTC)的核心要求是支持大量机器类型设备(MTDs)的可靠和快速访问。在许多实际应用中,基础站(BS)仅涉及接收的信息清单而不是源信息,引入了无源随机访问(URA)的新概念。虽然最近提出了大规模多投入多输出(MIMO)URA计划,但大型UMO系统的独特传播特性在常规铀-RA计划中没有得到充分利用。在无赠款随机访问中,BS无法独立地执行成型计划,因为BS不了解活跃用户的身份。因此,只有利用内在的波形分割属性来改进解码性性能。在本文中,为毫米Wave大型MIMO系统提出了一个基于多次投入多输出(MIMO)的URA计划。具体地说,拟议中的两颗粒-空间树级解密性能是建立在硬性决定基础上的,目的是利用错失真性分法。它们首先利用常规用户的分解法,然后利用Slex drecommal droom a de de de de de de drodial exal ress ress intraction atraction restraction matistration ress in magistration the lating the Slitraction co co magistration co co co lating the co co co co co co co co co co co co co co co co co co co co co co co co co co co co co lating co co co co co co co co co laction co co lactions co co co co co co co co co co co co co co co co co co co co co co co laction lactions lactions lactions co co co co co co co co co lactions lactions co co lactions co co laction co co co lactions co co co co