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Algorithms of Constructing Linear and Robust Codes Based on Wavelet Decomposition and its Application

机译:基于小波分解的线性码和鲁棒码构造算法及其应用

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This article presents the algorithms of constructing error detecting codes using wavelet decomposition. Linear code, presented in the paper, based on the coefficients of scaling function of wavelet transformation. Constructed linear code was used for creation of robust codes that have a smaller number of undetectable errors and have an ability to detect any error with a predetermined probability. Robust codes are generated by applying a nonlinear function to the redundancy part of the linear code. The article describes comparative characteristics between the proposed wavelet code constructions and other error detecting codes. The paper proposes two constructions of robust code, first robust code base on the multiplicative inverse in a finite field, redundancy part of second code construction build as a cube in the field of the information component. The paper describes a model of application proposed code constructions in ADV612 system. Characteristics of robustness of the described model for uniform and nonuniform codeword distribution are also presented in the paper.
机译:本文提出了利用小波分解构造检错码的算法。本文提出的线性代码基于小波变换的比例函数系数。构造的线性代码用于创建健壮代码,该健壮代码具有较少数量的无法检测到的错误,并具有以预定概率检测任何错误的能力。通过将非线性函数应用于线性代码的冗余部分来生成鲁棒代码。本文介绍了拟议的小波代码构造和其他检错代码之间的比较特性。本文提出了两种鲁棒代码的构造,一种是基于有限域中的乘法逆的鲁棒代码,另一种是在信息组件领域中以立方体的形式构造的冗余部分。本文描述了ADV612系统中应用程序建议代码构造的模型。本文还给出了所描述的模型在均匀和非均匀码字分布下的鲁棒性特征。

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