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首页> 外文期刊>Artificial Intelligence Review: An International Science and Engineering Journal >Forecasting financial series using clustering methods and support vector regression
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Forecasting financial series using clustering methods and support vector regression

机译:使用聚类方法预测财务系列和支持向量回归

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摘要

This paper proposes a two-stage model for forecasting financial time series. The first stage uses clustering methods in order to segment the time series into its various contexts. The second stage makes use of support vector regressions (SVRs), one for each context, to forecast future values of the series. The series used in the experiments is composed of values of an equity fund of a Brazilian bank. The proposed model is compared to a hierarchical model (HM) presented in the literature. In this series, the HM presented prediction results superior to both a support vector machine (SVM) and a multilayer perceptron (MLP) models. The experiments show that the proposed model is superior to HM, reducing the forecasting error of the HM by 32%. This means that the proposed model is also superior to the SVM and MLP models. An analysis of the construction and use of clusters associated with a series volatility study shows that data obtained from only one type of volatility (low or high) are enough to provide sufficient knowledge to the model so that it is able to forecast future values with good accuracy. Another analysis on the quality of the clusters formed by the model shows that each cluster carries different information about the series. Furthermore, there is always a group of SVRs capable of making adequate forecasts and, for the most part, the SVR used in forecasting is a SVR belonging to this group.
机译:本文提出了一种预测财务时间序列的两阶段模型。第一阶段使用群集方法,以便将时间序列分段为其各种上下文。第二阶段利用支持向量回归(SVRS),一个用于每个上下文,以预测系列的未来值。实验中使用的系列由巴西银行的股票基金的价值观组成。将所提出的模型与文献中呈现的层次模型(HM)进行比较。在本系列中,HM呈现出优于支撑载体机(SVM)和多层Perceptron(MLP)模型的预测结果。实验表明,所提出的模型优于HM,将HM的预测误差减少32%。这意味着所提出的模型也优于SVM和MLP型号。与串扰关系相关的簇的构造和使用分析表明,从一种类型的波动率(低或高)获得的数据足以为模型提供足够的知识,以便能够预测未来的价值准确性。通过模型形成的集群质量的另一个分析表明,每个群集都带有关于该系列的不同信息。此外,总是有一组能够做出足够预测的SVR,并且在大多数情况下,用于预测中使用的SVR是属于该组的SVR。

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