马尔可夫信源与加性信道噪声下联合信源信道编码的有限长大偏差与中等偏差界
信息论
2017-05-03 v2 math.IT
摘要
我们推导了在联合信源信道编码中错误概率的新型有限长上下界，其中信源服从遍历马尔可夫过程，信道为马尔可夫加性信道或马尔可夫条件加性信道。这些界在大偏差和中等偏差情形下是紧的。
引用
@article{arxiv.1701.03305,
title = {Finite-Length Bounds for Joint Source-Channel Coding with Markovian Source and Additive Channel Noise to Achieve Large and Moderate Deviation Bounds},
author = {Ryo Yaguchi and Masahito Hayashi},
journal= {arXiv preprint arXiv:1701.03305},
year = {2017}
}
备注
This paper and arXiv:1701.03290 address joint source-channel coding with markovian source. While arXiv:1701.03290 discusses the second order analysis, this paper discusses finite-length bounds as well as large and moderate deviation bounds. Hence, there is no overlap between these two papers