...
【24h】

A meta extreme learning machine method for forecasting financial time series

机译:用于预测财务时间序列的元极限学习机方法

获取原文
获取原文并翻译 | 示例
   

获取外文期刊封面封底 >>

       

摘要

In the last decade, the problem of forecasting time series in very different fields has received increasing attention due to its many real-world applications. In particular, in the very challenging case of financial time series, the underlying phenomenon of stock time series exhibits complex behaviors, including non-stationary, non-linearity and non-trivial scaling properties. In the literature, a wide-used strategy to improve the forecasting capability is the combination of several models. However, the majority of the published researches in the field of financial time series use different machine learning models where only one type of predictor, either linear or nonlinear, is considered. In this paper we first measure relevant features present in the underlying process to propose a forecast method. We select the Sample Entropy and Hurst Exponent to characterize the behavior of stock time series. The characterization reveals the presence of moderate randomness, long-term memory and scaling properties. Thus, based on the measured properties, this paper proposes a novel one-step-ahead off-line meta-learning model, called -XNW, for the prediction of the next value x(t+1) of a financial time series xt, t = 1, 2, 3, ... , that integrates a naive or linear predictor (LP), for which the predicted value of xt+1 is just repeating the last value xt, an extreme learning machine (ELM) and a discrete wavelet transform (DWT), both based on the nprevious values of xt+1. LP, ELM and DWT are the constituent of the proposed model -XNW. We evaluate the proposed model using four well-known performance measures and validated the usefulness of the model using six high-frequency stock time series belong to the technology sector. The experimental results validate that including internal estimators that are able to the capture the relevant features measured (randomness, long-term memory and scaling properties) successfully improve the accuracy of the forecasting over methods that do not in
机译:在过去的十年中,由于其许多现实世界的应用,预测时间序列的预测时间序列的问题受到了越来越多的关注。特别是,在金融时序序列的非常具有挑战性的情况下,库存时间系列的潜在现象具有复杂的行为,包括非静止,非线性和非普通缩放性质。在文献中,宽采的策略来改善预测能力是多种型号的组合。然而,大多数发表的研究领域在金融时间序列领域使用不​​同的机器学习模型,其中仅考虑一种类型的预测器,无性或非线性。在本文中,我们首先衡量潜在过程中存在的相关特征,以提出预测方法。我们选择样本熵和赫斯特指数,以表征库存时间序列的行为。表征揭示了适度随机性,长期存储器和缩放性质的存在。因此,基于测量属性,本文提出了一种名为-XNW的新型一步的离线元学习模型,用于预测财务时间序列XT的下一个值x(t + 1), T = 1,2,3,......,它集成了天真或线性预测器(LP),其中XT + 1的预测值只是重复最后一个值XT,极端学习机(ELM)和离散小波变换(DWT),既基于XT + 1的NPREVIAL值。 LP,ELM和DWT是拟议模型的组成型-XNW。我们使用四种知名性能措施评估所提出的模型,并使用六个高频库存时间序列验证了该模型的有用性属于技术部门。实验结果验证包括能够捕获测量的相关特征的内部估算器(随机性,长期内存和缩放属性)成功提高了不在方法的预测的准确性

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号