• In CD technology, there is error correction coding (ECC) on the disc as a means of correcting problems when they occur.

    在光盘技术中,光盘上有着错误校正码(ecc),作为错误出现时对其进行校正的手段。

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  • A new method is proposed for error correction coding based on shape preserving characteristic of the phase-only transform.

    提出了一种利用相位变换形状保持特性的错误恢复编码新方法。

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  • To further enhance the robustness, BCH error correction coding techniques, redundant embedding, and an array of recombinant techniques are used.

    为进一步增强算法的鲁棒性,还使用了BCH纠错编码技术、冗余嵌入和数组重组技术。

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  • In Chinese national standard for Digital Terrestrial Multimedia Broadcasting (DTMB), irregular Quasi Cyclic LDPC (QC - LDPC) code is used as core part of forward error correction coding.

    在中国数字电视广播地面传输标准(DTMB)中,使用了非规则准循环ld P C码(QC-LDPC)作为前向纠错编码的核心部分。

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  • Using this model, we analyzed the influence of some important parameters, such as packet size, forward error correction coding scheme and contention window size, to the system performance.

    利用这一模型,分析了包长、纠错编码方式的选取以及竞争窗口长度等重要参数的选取对系统性能的影响。

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  • Meanwhile, an error correction coding and decoding table-checking method suitable to PDF417 was proposed, which could decide any code corresponding to the power of the element in GF (929).

    同时提出一种适用于PDF417纠错编码和译码的查表方法,可以简单确定任意码字在GF(929)内所对应的本原元的幂次。

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  • Studying of Error Correction Coding is a work combined with strong theory and practice.

    纠错码是信息论的一个重要分支,研究纠错码是一项理论性与实践性均很强的工作。

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  • So far, the theory of quantum error-correction coding has become more and more perfect. Many corresponding methods of classical coding techniques have been found in quantum field.

    目前量子纠错编码理论已日趋完善,许多经典的编码技术在量子领域中都可以找到相应的编码方法。

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  • As a kind of quantum coding scheme, quantum error-correction coding is the foundation of realization of quantum communication and quantum computation.

    量子纠错编码作为其中的一种量子编码方案,是量子通信和量子计算实用化的基础。

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  • As a kind of quantum coding scheme, quantum error-correction coding is the foundation of realization of quantum communication and quantum computation.

    量子纠错编码作为其中的一种量子编码方案,是量子通信和量子计算实用化的基础。

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