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Coarsely Quantized Decoding and Construction of Polar Codes Using the Information Bottleneck Method

机译:信息瓶颈法粗量化解码与极地码构造

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The information bottleneck method is a generic clustering framework from the field of machine learning which allows compressing an observed quantity while retaining as much of the mutual information it shares with the quantity of primary relevance as possible. The framework was recently used to design message-passing decoders for low-density parity-check codes in which all the arithmetic operations on log-likelihood ratios are replaced by table lookups of unsigned integers. This paper presents, in detail, the application of the information bottleneck method to polar codes, where the framework is used to compress the virtual bit channels defined in the code structure and show that the benefits are twofold. On the one hand, the compression restricts the output alphabet of the bit channels to a manageable size. This facilitates computing the capacities of the bit channels in order to identify the ones with larger capacities. On the other hand, the intermediate steps of the compression process can be used to replace the log-likelihood ratio computations in the decoder with table lookups of unsigned integers. Hence, a single procedure produces a polar encoder as well as its tailored, quantized decoder. Moreover, we also use a technique called message alignment to reduce the space complexity of the quantized decoder obtained using the information bottleneck framework.
机译:信息瓶颈方法是机器学习领域的通用聚类框架,它允许压缩观察到的数量,同时保留与主要相关数量共享的尽可能多的互信息。该框架最近用于设计用于低密度奇偶校验码的消息传递解码器,其中对数似然比的所有算术运算都被无符号整数的表查找所代替。本文详细介绍了信息瓶颈方法在极地代码中的应用,其中该框架用于压缩代码结构中定义的虚拟位通道,并表明其好处是双重的。一方面,压缩将位通道的输出字母限制为可管理的大小。这有助于计算位信道的容量,以识别具有更大容量的位信道。另一方面,压缩过程的中间步骤可用于用无符号整数的表查找替换解码器中的对数似然比计算。因此,单个过程将产生一个极性编码器及其量身定制的量化解码器。此外,我们还使用一种称为消息对齐的技术来减少使用信息瓶颈框架获得的量化解码器的空间复杂性。

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