用混合延迟与非延迟嵌入提升纳米磁阵列神经形态系统性能
Mixed Delay/Nondelay Embeddings Based Neuromorphic Computing with Patterned Nanomagnet Arrays
- 单个纳米磁阵列节点同时获取延迟与非延迟动态信息嵌入
- 在NARMA2-10及Mackey-Glass数据上预测精度显著优于旧系统
- 减少节点数量和高维空间需求,更适用于实际部署
图案化纳米磁体阵列(PNAs)表现出强烈的几何阻挫偶极相互作用,并具有涌现的畴壁动力学。先前研究已证明可通过物理探测这些磁化动力学,构建具有混沌行为和高维非线性的神经形态储备池系统。现有系统仅依赖于各储备池节点的非延迟空间嵌入,需大量节点或极高维嵌入才能实现良好拟合与预测,限制了实用性。为此,本文提出基于混合延迟/非延迟嵌入的PNA储备池系统。该系统仅用一个PNA节点,即可获取输入时间序列的混合延迟与非延迟动态嵌入。实验表明,使用该混合嵌入训练输出层感知机后,系统在模仿NARMA 2、5、7、10及短/长期预测Mackey-Glass时间序列方面均优于已有方法。
原文摘要 · Abstract (English)
Patterned nanomagnet arrays (PNAs) have been shown to exhibit a strong geometrically frustrated dipole interaction. Some PNAs have also shown emergent domain wall dynamics. Previous works have demonstrated methods to physically probe these magnetization dynamics of PNAs to realize neuromorphic reservoir systems that exhibit chaotic dynamical behavior and high-dimensional nonlinearity. These PNA reservoir systems from prior works leverage echo state properties and linear/nonlinear short-term memory of component reservoir nodes to map and preserve the dynamical information of the input time-series data into nondelay spatial embeddings. Such mappings enable these PNA reservoir systems to imitate and predict/forecast the input time series data. However, these prior PNA reservoir systems are based solely on the nondelay spatial embeddings obtained at component reservoir nodes. As a result, they require a massive number of component reservoir nodes, or a very large spatial embedding (i.e., high-dimensional spatial embedding) per reservoir node, or both, to achieve acceptable imitation and prediction accuracy. These requirements reduce the practical feasibility of such PNA reservoir systems. To address this shortcoming, we present a mixed delay/nondelay embeddings-based PNA reservoir system. Our system uses a single PNA reservoir node with the ability to obtain a mixture of delay/nondelay embeddings of the dynamical information of the time-series data applied at the input of a single PNA reservoir node. Our analysis shows that when these mixed delay/nondelay embeddings are used to train a perceptron at the output layer, our reservoir system outperforms existing PNA-based reservoir systems for the imitation of NARMA 2, NARMA 5, NARMA 7, and NARMA 10 time series data, and for the short-term and long-term prediction of the Mackey Glass time series data.
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