Cyclotomic Construction of Sparse Code Multiple Access With Improved Diversity

H. Al-Hamdani, Aqiel Almamori, S. Mohan
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Abstract

A number of studies focus on sparse code multiple access (SCMA) to increase the spectral efficiency and support the massive connectivity required for future wireless communications networks. This work reports an improved design for SCMA based on algebraic number field theory and cyclotomic construction of a lattice. The proposed constellation improves the diversity of the SCMA system, which supports the probability of decoding error. We show that the proposed constellation in the uplink transmission of SCMA supports the spectral efficiency by 1 dB gain in SNR when the error probability of SCMA is 0.001 as compared to the proposals in the literature.
改进分集的稀疏码多址分割构造
为了提高频谱效率和支持未来无线通信网络所需的大规模连接,许多研究都集中在稀疏码多址(SCMA)上。本文报道了一种基于代数数场理论和格的环切构造的改进的SCMA设计。提出的星座提高了系统的分集性,支持了译码错误的概率。我们表明,与文献中的建议相比,当SCMA的错误概率为0.001时,所提出的星座在SCMA上行传输中支持的频谱效率增加了1 dB的信噪比。
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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