论文标题

在离子门控库中通过离子电子耦合动力学实现的chaos学习

Edge-Of-Chaos Learning Achieved by Ion-Electron Coupled Dynamics in an Ion-Gating Reservoir

论文作者

Nishioka, Daiki, Tsuchiya, Takashi, Namiki, Wataru, Takayanagi, Makoto, Imura, Masataka, Koide, Yasuo, Higuchi, Tohru, Terabe, Kazuya

论文摘要

物理储层计算最近引起了人们的关注,因为它可以显着减少处理时间序列数据所需的计算资源的能力。但是,迄今为止据报道的物理储层的表达能力不足,而且大多数储量的量很大,这使他们的实际应用变得困难。本文中,我们描述了带有离子电子耦合动力学的基于LI+ - 电解质的离子门控库(IGR)的开发,用于高性能物理储层计算。响应过去的经验而获得了多种突触反应,这些反应在Li+ - 电解质/钻石界面上作为电动双层层中的瞬态电荷密度模式存储。使用非线性自回旋运动平均(NARMA)任务测试的性能非常出色,NARMA2的NMSE为0.023,而NARMA2的NMSE为0.023,这是迄今为止任何物理储层最高的。 IGR的最大Lyapunov指数为0.0083:混乱状态的边缘可以实现最佳的计算能力。本文描述的IGR为高性能和集成的神经网络设备打开了道路。

Physical reservoir computing has recently been attracting attention for its ability to significantly reduce the computational resources required to process time-series data. However, the physical reservoirs that have been reported to date have had insufficient expression power, and most of them have a large volume, which makes their practical application difficult. Herein we describe the development of a Li+-electrolyte based ion-gating reservoir (IGR), with ion-electron coupled dynamics, for use in high performance physical reservoir computing. A variety of synaptic responses were obtained in response to past experience, which responses were stored as transient charge density patterns in an electric double layer, at the Li+-electrolyte/diamond interface. Performance, which was tested using a nonlinear autoregressive moving-average (NARMA) task, was found to be excellent, with a NMSE of 0.023 for NARMA2, which is the highest for any physical reservoir reported to date. The maximum Lyapunov exponent of the IGR was 0.0083: the edge of chaos state enabling the best computational capacity. The IGR described herein opens the way for high-performance and integrated neural network devices.

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