一种非正交分布空时编码协议。第一部分:信号模型和设计准则

G. S. Rajan, B. S. Rajan
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引用次数: 42

摘要

在这两部分的系列文章中,提出了一种广义的非正交放大转发(GNAF)协议,它对几种已知的合作分集协议进行了推广。GNAF协议的传输包括两个阶段——广播阶段和合作阶段。在广播阶段,源向中继和目的地广播它的信息。在协作阶段,源和中继以分布式方式共同传输空时码。GNAF协议放宽了Jing和Hassibi协议对代码结构的约束。本文第一部分给出了编码设计准则,并证明了GNAF协议具有延迟效率和编码增益效率。此外,GNAF协议允许在目的地使用球面解码器,具有非指数最大似然(ML)解码复杂性。在第二部分中,研究了几种低解码复杂度的编码结构,并得到了GNAF协议分集复用增益权衡的下界
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Non-orthogonal Distributed Space-Time Coded Protocol Part I: Signal Model and Design Criteria
In this- two-part series of papers, a generalized non-orthogonal amplify and forward (GNAF) protocol which generalizes several known cooperative diversity protocols is proposed. Transmission in the GNAF protocol comprises of two phases - the broadcast phase and the cooperation phase. In the broadcast phase, the source broadcasts its information to the relays as well as the destination. In the cooperation phase, the source and the relays together transmit a space-time code in a distributed fashion. The GNAF protocol relaxes the constraints imposed by the protocol of Jing and Hassibi on the code structure. In part-I of this paper, a code design criteria is obtained and it is shown that the GNAF protocol is delay efficient and coding gain efficient as well. Moreover the GNAF protocol enables the use of sphere decoders at the destination with a non-exponential maximum likelihood (ML) decoding complexity. In part-II, several low decoding complexity code constructions are studied and a lower bound on the diversity-multiplexing gain tradeoff of the GNAF protocol is obtained
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