用于储层计算的集成光子延迟激光器

G. Sande, K. Harkhoe, A. Katumba, P. Bienstman, G. Verschaffelt
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引用次数: 3

摘要

目前,多光子库计算系统为神经形态计算提供了实用而强大的硬件基础。其中,基于延迟的系统为实现光子神经形态计算提供了一条简单的技术途径。它的操作归结为时间复用,延迟长度限制了处理速度。由于使用长光纤环路或自由空间光学的大多数光学装置最终体积庞大,处理速度范围从kSa/s到数十MSa/s。因此,我们将重点放在远短于以往实验的外腔上。我们给出了基于半导体激光器的储层计算的实验结果,该激光器工作在1550nm左右的单模状态下,延迟线为10.8cm。两者都集成在基于Jeppix平台的有源/无源InP光子芯片上。在集成延迟部分使用23个间隔50 ps的虚拟节点,我们将处理速度提高到0.87GSa/s。对混沌时间样本的预测任务进行了性能测试。当注入电流高于阈值时,观察到竞争性能,较高的泵具有较低的预测误差。反馈强度可以通过延迟段内的电抽运集成放大器来控制。然而,我们发现即使这些放大器没有泵浦,性能也很好。为了证明外腔对计算能力的相关性和必要性,我们分析了线性和非线性记忆任务。我们还提出了几种后处理方法,可以在不影响速度的情况下提高性能。
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Integrated photonic delay-lasers for reservoir computing
Currently, multiple photonic reservoir computing systems show great promise for providing a practical yet powerful hardware substrate for neuromorphic computing. Among those, delay-based systems offer a simple technological route to implement photonic neuromorphic computation. Its operation boils down to a time-multiplexing with the delay length limiting the processing speed. As most optical setups end up to be bulky employing long fiber loops or free-space optics, the processing speeds are ranging from kSa/s to tens of MSa/s. Therefore, we focus on external cavities which are far shorter than what has been realized before in such experiments. We present experimental results of reservoir computing based on a semiconductor laser, operating in a single mode regime around 1550nm, with a 10.8cm delay line. Both are integrated on an active/passive InP photonic chip built on the Jeppix platform. Using 23 virtual nodes spaced 50 ps apart in the integrated delay section, we increase the processing speed to 0.87GSa/s. The computational performance is benchmarked on a forecasting task applied to chaotic time samples. Competitive performance is observed for injection currents above threshold, with higher pumps having lower prediction errors. The feedback strength can be controlled by electrically pumping integrated amplifiers within the delay section. Nevertheless, we find good performance even when these amplifiers are unpumped. To proof the relevance and necessity of the external cavity on the computational capacity, we have analysed linear and nonlinear memory tasks. We also propose several post-processing methods, which increase the performance without a penalty to speed.
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