A fast sphere decoding algorithm fully exploiting the orthogonality of STBC

Li Wang, Hua Jiang, Lan Shao, Yicheng Lin, Wenbo Wang
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Abstract

In this paper, we propose a fast sphere decoding (SD) algorithms for the STBCs whose symbols can be decoupled into several orthogonal groups. The orthogonality of the front levels and the last levels are both utilized, while all the former improved SD algorithms only consider the orthogonality of the last levels. By the proposed algorithm, weights calculation of the front and the last levels are respectively performed independently, thus the computational complexity is significantly reduced. As for the bit error ratio performance, it is not influenced at all. The simulation results show the advantage of our proposed fast SD in complexity economization over a former improved SD algorithm.
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一种充分利用STBC正交性的快速球解码算法
本文针对符号可解耦成多个正交群的stbc,提出了一种快速球面译码算法。利用了前层和末层的正交性,而以往的改进SD算法只考虑末层的正交性。该算法将前层和末层的权重分别独立计算,大大降低了计算复杂度。对于误码率性能,完全不受影响。仿真结果表明,本文提出的快速SD算法在节约复杂度方面优于先前的改进SD算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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