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Multiple Beamforming with Constellation Precoding Diversity Analysis and Sphere Decoding

机译:多个波束成形与星座预编码分集分析和球形解码

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Multi-Input Multi-Output (MIMO) wireless communication systems commonly employ beamforming techniques with Singular Value Decomposition (SVD). In such systems, if no channel encoding is employed, the Ml diversity order provided by the channel is achieved when a single symbol is transmitted over multiple channels; however, this property is lost whenever multiple symbols are simultaneously transmitted. The full diversity order can be restored when channel coding is added to such a system. For example, when Bit-Interleaved Coded Modulation (BICM) is combined with this technique, the full diversity order of NM in an M × JV MIMO channel, transmitting S parallel streams is possible; provided SR_c ≤ 1 where R_c is the BICM convolutional code rate. In this paper, we present multiple beamforming with constellation precoding which can achieve the full diversity order with both uncoded and BICM-coded SVD systems. An analytical proof of this property is provided. In addition, to reduce the computational complexity of Maximum Likelihood (ML) decoding, we introduce a Sphere Decoding (SD) technique. This technique achieves several orders of magnitude reduction in computational complexity not only with respect to conventional ML decoding, but also, with respect to conventional SD.
机译:多输入多输出(MIMO)无线通信系统通常采用具有奇异值分解(SVD)的波束成形技术。在这样的系统中,如果没有采用信道编码,则当在多个通道上传输单个符号时,可以实现由信道提供的ML分集顺序;但是,只要同时传输多个符号,此属性就会丢失。当频道编码添加到这样的系统时,可以恢复全部分集顺序。例如,当与该技术组合比特交织的编码调制(BICM)时,M×JV MIMO信道中NM的全部分集顺序是可能的,发送S并联流是可以的;提供了SR_C≤1,其中R_C是BICM卷积码率。在本文中,我们用星座预编码呈现多个波束成形,其可以通过未编码和BICM编码的SVD系统实现全部分集顺序。提供了该属性的分析证明。另外,为了降低最大似然(ML)解码的计算复杂性,我们引入了球形解码(SD)技术。该技术不仅相对于传统SD而对传统ML解码实现了几个数量幅度的计算复杂度。

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