误差弹性LZ'77方案及其分析

S. Lonardi, W. Szpankowski, Mark Daniel Ward
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引用次数: 9

摘要

自适应数据压缩中错误的破坏性影响是一个长期存在的开放性问题。本文对LZ'77进行了理论和实验观察的改变,使得在LZ'77的相当大比例的短语中,压缩文件中存在不止一个最长前缀的副本。一旦lz77的冗余位被识别,它就被用于信道编码。对于纠错和检测,使用RS (255,255-2e) Reed-Solomon码。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Error resilient LZ'77 scheme and its analysis
The devastating effect of errors in adaptive data compression is a long-standing open problem. In this paper LZ'77 is changed theoretically and experimentally observed, such that in a significant proportion of LZ'77 phrases, there is more than one copy of the longest prefix in the compressed file. Once the redundant bits of LZ'77 have been identified, it is exploited for channel coding. For error correction and detection RS (255,255-2e) Reed-Solomon codes are used.
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