固定分组方案:信道和源编码之间的操作对偶性问题与侧信息

Hua Wang, P. Viswanath
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引用次数: 10

摘要

本文从编码操作的角度分析了对偶性的含义以及相应的性能度量。本文将操作对偶问题扩展到带边信息的信道和信源编码问题。构造了一类确定性极大分组格式。每个仓对应一个最大信道码,所有仓中的码字集合形成一个最大信道码。由单个信道码构造的分组方案是贪婪的,并且为两边信息问题的编码定理提供了一种替代证明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fixed binning schemes: an operational duality between channel and source coding problems with side information
In this paper, the meaning of duality in terms of the coding operations and the corresponding performance measures are examined. In this paper, operational duality to the channel and source coding problems with side information are extended. A class of deterministic maximal binning schemes is constructed. Each bin corresponds to a maximal channel code and the collection of the codewords in all the bins forms a maximal channel code. The construction of the binning scheme from the individual channel codes is greedy and provides an alternative proof of the coding theorem for the two side information problems.
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