准正交设计的分集嵌入空时码

K. Gowda, C. Yuen, Sumei Sun
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引用次数: 1

摘要

本文提出了一类时空(ST)码,用于支持要求不等错误保护的应用。传统上,ST代码被设计为支持单个信息流,旨在实现基本速率与多样性权衡曲线上的一个点。本文的结构是基于Diggavi等人最近提出的多样性嵌入码。,其中内嵌ST码需要对多个信息流进行编码,每个信息流要求不同的可靠性水平。在本文中,我们建议使用现有的一类具有低最大似然解码复杂度的ST码作为分集嵌入码。对于这类代码,我们能够描述每个消息符号可实现的不同分集级别。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Diversity embedded space-time code from quasi-orthogonal designs
This paper proposes a class of space-time (ST) codes for supporting applications that demand unequal error protection. Traditionally, an ST code is designed to support a single information stream aiming to achieve a point on the fundamental rate versus diversity trade-off curve. The construction in this paper is based on the diversity-embedded codes recently proposed by Diggavi et.al., where-in ST codes need to encode multiple information streams, with each stream demanding a different level of reliability. In this paper, we propose to use an existing class of ST codes with low maximum-likelihood decoding complexity, as diversity embedded codes. For this class of codes, we are able to characterize the different diversity levels achievable for every message symbol.
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