Watermark-Based Code Construction for Finite-State Markov Channel with Synchronisation Errors

Shamin Achari, Ling Cheng
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引用次数: 1

Abstract

With advancements in telecommunications, data transmission over increasingly harsher channels that produce synchronisation errors is inevitable. Coding schemes for such channels are available through techniques such as the Davey-MacKay watermark coding; however, this is limited to memoryless channel estimates. Memory must be accounted for to ensure a realistic channel approximation - similar to a Finite State Markov Chain or Fritchman Model. A novel code construction and decoder are developed to correct synchronisation errors while considering the channel's correlated memory effects by incorporating ideas from the watermark scheme and memory modelling. Simulation results show that the proposed code construction and decoder rival the first and second-order Davey-MacKay type watermark decoder and even perform slightly better when the inner-channel capacity is higher than 0.9. The proposed system and decoder may prove helpful in fields such as free-space optics and possibly molecular communication, where harsh channels are used for communication.
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具有同步错误的有限状态马尔可夫信道的基于水印的编码构造
随着电信技术的进步,在越来越苛刻的信道上进行数据传输,产生同步错误是不可避免的。这些信道的编码方案可通过诸如Davey-MacKay水印编码等技术获得;然而,这仅限于无内存信道估计。必须考虑内存,以确保一个真实的通道近似-类似于有限状态马尔可夫链或弗里奇曼模型。结合水印方案和记忆建模的思想,开发了一种新的编码结构和解码器来纠正同步错误,同时考虑了信道的相关记忆效应。仿真结果表明,所提出的编码结构和解码器可与一阶和二阶Davey-MacKay型水印解码器相媲美,甚至在信道容量大于0.9时性能略好。所提出的系统和解码器可能在诸如自由空间光学和可能的分子通信等领域被证明是有用的,在这些领域中使用苛刻的信道进行通信。
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