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基于4阶分圆类的近似最佳码本的构造

Constructions of Nearly Optimal Codebooks Based on Cyclotomic Classes of Order Four
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摘要 最佳码本在许多理论与实践中有着重要的应用。但构造最佳码本相对困难。一种替代方法是构造渐进最优码本,使得当码字足够长时,构造的渐进最优码本与最优码本足够接近。本文中利用基于四阶分圆类的几乎差集构造一类新的近似最佳码本。 Codebooks meeting the Welch bound are widely used in many research areas and applications. However, it is usually difficult to construct codebooks exactly meeting the Welch bound. A good substitute is to construct asymptotically optimal (N,K) codebooks which can approach codebooks meeting the Welch bound when N is large enough. In this paper, we construct a new class of code-book nearly meeting the Welch bound by using almost difference sets which consists of 4 order cyclotomic classes.
作者 马瑞 亓万锋 唐玲丽 Rui Ma;Wanfeng Qi;Lingli Tang(School of Mathematics, Liaoning Normal University, Dalian Liaoning;College of Science, Dalian Minzu University, Dalian Liaoning)
出处 《应用数学进展》 2019年第1期145-151,共7页 Advances in Applied Mathematics
基金 国家自然科学基金(No.61502217).
关键词 码本 Welch界 分圆类 几乎差集 Codebook Welch Bound Cyclotomic Class Almost Difference Set
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