通过深度强化学习改进非二进制码的非均匀排列

Rami Klaimi, Stefan Weithoffer, C. A. Nour
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引用次数: 1

摘要

非二进制前向纠错(FEC)码由于其纠错能力的提高,近年来在编码界受到越来越多的关注。事实上,它们在伽罗瓦场(GF)上的编码符号与同阶星座点之间的一对一映射的情况下显示了它们的全部潜力。在此之前,我们通过优化候选码字之间的最小欧氏距离,提出了针对给定经典星座的非二进制FEC码设计。更进一步,通过对编码参数和星座符号位置的联合优化,可以获得更好的欧氏距离谱。然而,这种针对高阶GFs的联合优化在许多情况下难以评估。因此,在这项工作中,我们提出了一种基于多智能体深度q网络(DQN)算法的解决方案。该方案应用于GF(64)上的非二进制turbo码(nb - tc),通过显著降低编码调制方案的误差底区,大大提高了性能。
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Improved Non-Uniform Constellations for Non-Binary Codes Through Deep Reinforcement Learning
Non-binary forward error correction (FEC) codes have been getting more attention lately in the coding society thanks mainly to their improved error correcting capabilities. Indeed, they reveal their full potential in the case of a one-to-one mapping between the code symbols over Galois fields (GF) and constellation points of the same order. Previously, we proposed non-binary FEC code designs targeting a given classical constellation through the optimization of the minimum Euclidean distance between candidate codewords. To go a step further, a better Euclidean distance spectrum can be achieved through the joint optimization of code parameters and positions of constellation symbols. However, this joint optimization for high order GFs reveals to be intractable in number of cases to evaluate. Therefore in this work, we propose a solution based on the multi-agent Deep Q-Network (DQN) algorithm. Applied to non-binary turbo codes (NB-TCs) over GF(64), the proposal largely improves performance by significantly lowering the error floor region of the resulting coded modulation scheme.
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