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On The Joint Use of Optimal Faster Than Nyquist Signals with Polar and Turbo Codes

机译:关于极性和Turbo码的最佳比奈奎斯特信号更快的联合使用

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This work provides comparison of polar codes and turbo codes applicated to optimal Faster-than-Nyquist signals. The efficiency of the joint use of these coding techniques and optimal signals is estimated in terms of approaching the Shannon limit. For different cases, the minimum distance between the Shannon curve and the point which coordinates are the values of the spectral and energy efficiency is calculated. The use of polar codes allows to get closer to the Shannon limit of 11%. Compared to “classic” BPSK signals, optimal signals with polar coding come up with the gain about 86%.
机译:这项工作提供了适用于最佳比奈奎斯特信号的极地码和Turbo码的比较。根据接近香农极限,估计了这些编码技术和最佳信号联合使用的效率。对于不同的情况,计算了香农曲线与坐标点之间的最小距离,该坐标是光谱和能量效率的值。极性代码的使用可以使香农极限接近11%。与“经典” BPSK信号相比,采用极性编码的最佳信号的增益约为86%。

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