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Compensation of Fiber Nonlinearities in Digital Coherent Systems Leveraging Long Short-Term Memory Neural Networks

机译:数字相干系统中纤维非线性的补偿,利用长短短期记忆神经网络

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摘要

We introduce for the first time the utilization of Long short-term memory (LSTM) neural network architectures for the compensation of fiber nonlinearities in digital coherent systems. We conduct numerical simulations considering either C-band or O-band transmission systems for single channel and multi-channel 16-QAM modulation format with polarization multiplexing. A detailed analysis regarding the effect of the number of hidden units and the length of the word of symbols that trains the LSTM algorithm and corresponds to the considered channel memory is conducted in order to reveal the limits of LSTM based receiver with respect to performance and complexity. The numerical results show that LSTM Neural Networks can be very efficient as post processors of optical receivers which classify data that have undergone non-linear impairments in fiber and provide superior performance compared to digital back propagation, especially in the multi-channel transmission scenario. The complexity analysis shows that LSTM becomes more complex as the number of hidden units and the channel memory increase, however LSTM can be less complex than Digital Back Propagation in long distances (>1000 km).
机译:我们首次介绍了利用长短期存储器(LSTM)神经网络架构进行数字相干系统中的光纤非线性补偿。考虑用于单通道的C波段或O波段传输系统,以及具有偏振多路复用的多通道16-QAM调制格式的C波段或O波段传输系统进行数值模拟。关于隐藏单元数量的效果和列举LSTM算法的符号的长度的详细分析,并进行了对应于所考虑的信道存储器,以揭示基于LSTM基于性能和复杂性的接收器的限制。数值结果表明,LSTM神经网络可以非常有效地作为光学接收器的后处理器,其分类在光纤中经过非线性损伤的数据并与数字回传播相比提供卓越的性能,尤其是在多通道传输场景中。复杂性分析表明,随着隐藏单元的数量和信道内存增加,LSTM变得更加复杂,但是LSTM可以在长距离(> 1000km)中的数字背部传播不太复杂。

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