降低译码复杂度的块正交空时码

T. Ren, Y. Guan, C. Yuen, E. Zhang
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引用次数: 5

摘要

传统的高速率空时码(STC)设计方法侧重于实现最大的分集和空间复用增益,因此通常具有很高的解码复杂度。在本文中,我们提出并构造了一类新的STC,称为块正交STC (BOSTC),它具有简化的ML(最大似然)或近ML解码结构。我们演示了解码复杂性和解码性能之间的权衡。结果表明,由于降低了译码复杂度,在保持译码复杂度不变的情况下,我们提出的BOSTC的译码性能优于已知编码。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Block-orthogonal space-time codes with decoding complexity reduction
Conventional approaches to high-rate space-time codes (STC) design focus on achieving maximum diversity and spatial multiplexing gains, hence they always have high decoding complexity. In this paper, we propose and construct a new class of STC, called block-orthogonal STC (BOSTC), which has a simplified ML (maximum likelihood) or near-ML decoding structure. We demonstrate the tradeoff between decoding complexity and decoding performance. Results show that due to the decoding complexity reduction, our proposed BOSTC can outperform the previously known codes when keeping the decoding complexity to be the same.
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