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Time-Series Prediction Using Self-Organising Mixture Autoregressive Network

机译:自组织混合自回归网络的时间序列预测

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摘要

In the past few years, various variants of the self-organising map (SOM) have been proposed to extend its ability for modelling time-series or temporal sequence. Most of them, however, have little connection to, or are over-simplified, autoregressive (AR) models. In this paper, a new extension termed, self-organising mixture autoregressive (SOMAR) network is proposed to topologically cluster time-series segments into underlying generating AR models. It uses autocorrelation values as the similarity measure between the model and the time-series segments. Such networks can be used for modelling nonstationary time-series. Experiments on predicting artificial time-series (Mackey-Glass) and real-world data (foreign exchange rates) are presented and results show that the proposed SOMAR network is a viable and superior to other SOM-based approaches.
机译:在过去的几年中,已经提出了自组织图(SOM)的各种变体,以扩展其对时间序列或时间序列建模的能力。但是,大多数模型与自回归(AR)模型关系不大,或者过于简化。在本文中,提出了一种新的扩展,称为自组织混合自回归(SOMAR)网络,以将时间序列段进行拓扑聚类为基础生成的AR模型。它使用自相关值作为模型和时间序列段之间的相似性度量。这样的网络可用于建模非平稳时间序列。提出了预测人工时间序列(Mackey-Glass)和现实世界数据(外汇汇率)的实验,结果表明,提出的SOMAR网络是可行的,并且优于其他基于SOM的方法。

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