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CRC的全称为Cyclic Redundancy Check,中文名称为循环冗余校验。它是一类重要的线性分组码,编码和解码方法简单,检错和纠错能力强,在通信领域广泛地用于实现差错控制-CRC called the Cyclic Redundancy Check, the Chinese name of the Cyclic Redundancy Check. It is an important class of linear block codes, encoding and decoding
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CRC的全称为Cyclic Redundancy Check,中文名称为循环冗余校验。它是一类重要的线性分组码,编码和解码方法简单,检错和纠错能力强,在通信领域广泛地用于实现差错控制,CRC called the Cyclic Redundancy Check, the Chinese name of the Cyclic Redundancy Check. It is an important class of linear block codes, encoding and decoding
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(7,3)循环码的编码和译码,还可以纠错一位,检错两位。在ketang-(7,3) cyclic code encoding and decoding, error correction can also be one of two error. In ketang
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循环冗余校验,中文名称为循环冗余校验(码)。它是一类重要的线性分组码,编码和解码方法简单,检错和纠错能力强,在通信领域广泛地用于实现差错控制。-Cyclic Redundancy Check, the Chinese name for the Cyclic Redundancy Check (code). It is important for a class of linear block codes, encoding and decoding method is simple, error
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循环码纠错译码器,简单易学,十分适合初学者使用-Cyclic code error correction decoder, easy to learn, very suitable for beginners to use
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CRC的英文全称为Cyclic Redundancy Check(Code),中文名称为循环冗余校验(码)。它是一类重要的线性分组码,编码和解码方法简单,检错和纠错能力强,在通信领域广泛地用于实现差错控制。-The English full CRC Cyclic Redundancy Check (Code), the Chinese name for the cyclic redundancy check (code). It is an important class of linear
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此代码的功能是实现网络纠错当中的循环冗余码纠错法,即输入一个初使二进制比特流与生成多项式可以得出一个拥有循环冗余纠错码的二进制比特流,此比特流如果转输到目的地就可以进行差错验证了,以保证代码的正确传输。代码注释里有详细的测试数据与说明。-This code is a network error-correcting function among the cyclic redundancy code error correction method, that is early to make a
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循环码的编码与译码器(支持一位的纠错)
编码(n,k可调)
测试用例1:
input:n=7 k=3 g=11101 m=101
output:1010011
input:n=7 k=3 g=11101 m=010
output:0100111
测试用例2:
input:n=7 k=4 g=1011 m=1101
output:1101001
input:n=7 k=4 g=1011 m=1010
output:1010
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BCH 是纠错能力可控的纠错编码,是循环码的子类. 介绍了BCH 码的编码原理和设计方法,在特定信道和调制方式下对经过BCH 编码的系统进行仿真,分析BCH 码在特定信道下的编码增益.-BCH is error correction ability of controllable error correction coding, is a subclass of cyclic code. Introduces BCH code coding principle and design method
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Cyclic Redundancy check (CRC) for error detection and correction
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迭代自组织数据分析,最小均方误差(MMSE)的算法,分析了该信号的时域、频域、倒谱,循环谱等,使用拉亚普诺夫指数的公式,采用偏最小二乘法,有PMUSIC 校正前和校正后的比较。- Iterative self-organizing data analysis, Minimum mean square error (MMSE) algorithm, Analysis of the signal time domain, frequency domain, cepstrum, cyclic spec
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循环码的编码及译码源程序,对译码结果进行纠错-Cyclic codes source coding and decoding of error correction decoding result
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