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Minimum-Distance Based Construction of Multi-Kernel Polar Codes

机译:基于最小距离的多核极化码构造

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In this paper, we propose a construction for multi-kernel polar codes based on the maximization of the minimum distance. Compared to the original construction based on density evolution, our new design shows particular advantages for short code lengths, where the polarization effect has less impact on the performance than the distances of the code. We introduce and compute the minimum-distance profile and provide a simple greedy algorithm for the code design. Compared to state-of-the-art punctured or shortened Arikan polar codes, multi-kernel polar codes with our new design show significantly improved error-rate performance.
机译:在本文中,我们基于最小距离的最大化提出了一种多核极坐标码的构造。与基于密度演化的原始结构相比,我们的新设计在短代码长度方面显示出特殊优势,其中极化效应对性能的影响小于代码距离。我们介绍并计算最小距离轮廓,并为代码设计提供一个简单的贪婪算法。与最新的穿孔或缩短的Arikan极地代码相比,采用我们新设计的多内核极地代码显示出显着改善的误码率性能。

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