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Hierarchical delay-memory echo state network: A model designed for multi-step chaotic time series prediction

机译:分层延迟记忆回波状态网络:设计用于多步混沌时间序列预测的型号

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摘要

Predicting for long-term dynamics of complex systems from observations is a challenging topic in the field of time series modeling and analysis, and is continually under research. Noteworthily, multi-step prediction requires accurate learning of dynamics and correlations between historical data for predicting future behavior. In this paper, we proposed a modified recurrent neural network named hierarchical delay-memory echo state network (HDESN) for solving the task of multi-step chaotic time series prediction. The HDESN uses multiple reservoirs with delay-memory capabilities, which can simultaneously discover and explore the information of short-term and long-term memory hidden in the historical sequence, and extract the valuable evolution patterns through deep topology and hierarchical processing. Moreover, to ensure high-quality prediction results and reduce the computational burden as much as possible, we further design a phase-space representation strategy which can calculate a compact topology and delay-memory coefficient according to the chaotic characteristics of the data. Compared with other improved ESN-based models, the proposed HDESN does not have a larger memory capacity to capture potential evolution law hidden in the complex system layer by layer, but can also adaptively determine a suitable network architecture to reflect the mapping relations in chaotic phase space. The experimental results on two benchmark chaotic systems and a real-world meteorological dataset demonstrate that the proposed HDESN model obtains satisfactory performance in multi-step chaotic time series prediction.
机译:从观测到复杂系统的长期动态预测是时间序列建模和分析领域的具有挑战性的话题,并且在研究中不断进行。值得注意的是,多步预测需要准确学习历史数据之间的动态和相关性,以预测未来行为。在本文中,我们提出了一种名为分层延迟存储回声状态网络(HDESN)的修改的复发性神经网络,用于解决多步混沌时间序列预测的任务。 HDESN使用多个具有延迟存储器功能的储库,该功能可以同时发现和探索隐藏在历史序列中的短期和长期记忆的信息,并通过深层拓扑和分层处理提取有价值的演化模式。此外,为了确保高质量的预测结果并尽可能地降低计算负担,我们进一步设计了一种相位空间表示策略,其可以根据数据的混沌特性来计算紧凑的拓扑和延迟记忆系数。与其他改进的基于ESN的模型相比,所提出的HDESN没有更大的内存容量来捕获通过层隐藏在复杂系统层中的潜在演化法,但也可以自适应地确定合适的网络架构以反映混沌阶段中的映射关系空间。两个基准混沌系统和真实世界气象数据集的实验结果表明,所提出的HDESN模型在多步混沌时间序列预测中获得令人满意的性能。

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