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Arithmetic coding-based continuous error detection for efficient ARQ-based image transmission

机译:基于算术编码的连续错误检测,可实现基于ARQ的高效图像传输

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Block cyclic redundancy check (CRC) codes are typically used to perform error detection in automatic repeat request (ARQ) protocols for data communications. Although efficient, CRCs can detect errors only after an entire block of data has been received and processed. We propose a new "continuous" error detection scheme using arithmetic coding that provides a novel tradeoff between the amount of added redundancy and the amount of time needed to detect an error once it occurs. This method of error detection, first introduced by Bell, Witten, and Cleary (1990), is achieved through the use of an arithmetic codec, and has the attractive feature that it can be combined physically with arithmetic source coding, which is widely used in state of-the-art image coders. We analytically optimize the tradeoff between added redundancy and error-detection time, achieving significant gains in bit rate throughput over conventional ARQ schemes for binary symmetric channel models for all probabilities of error.
机译:块循环冗余校验(CRC)代码通常用于自动重复请求(ARQ)协议中的错误检测,以进行数据通信。尽管有效,但CRC仅在接收并处理了整个数据块后才能检测到错误。我们提出了一种新的使用算术编码的“连续”错误检测方案,该方案在增加的冗余量和错误发生后检测错误所需的时间之间提供了一种新的折衷方案。这种错误检测方法由Bell,Witten和Cleary(1990)首次提出,是通过使用算术编解码器实现的,并且具有可以与算术源代码进行物理组合的吸引人的特征,该方法广泛用于最先进的图像编码器。我们分析性地优化了增加的冗余和错误检测时间之间的折衷,从而在所有错误概率的二进制对称信道模型中,都比传统的ARQ方案在比特率吞吐率上获得了可观的收益。

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