一种新的模糊图模型预测股市技术分析

Q1 Engineering
Saima Mustafa, Arfa Amjad Bajwa, Shafqat Iqbal
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引用次数: 16

摘要

股票交易中的决策过程是一个复杂的过程。股票市场是货币市场的关键因素,也是经济增长的标志。在某些情况下,传统的预测方法无法与确定相结合,有时数据包含不确定和不精确的属性,而定量模型无法处理这些属性。为了达到时间序列预测的主要目的、准确性和效率,我们向模糊时间序列建模迈进。模糊时间序列不同于其他时间序列,因为它是用语言学值而不是数值表示的。模糊集理论包括许多类型的隶属函数。在本研究中,我们将利用模糊方法和梯形隶属函数,利用模糊最小二乘技术建立模糊广义自回归条件异方差(FGARCH)模型来预测股票市场价格。实验结果表明,该预测系统能够准确地预测股票价格。准确度度量RMSE、MAD、MAPE、MSE和Theil-U-Statistics的值分别为18.17、15.65、2.339、301.998和0.003122,这证实了所提出的系统被认为有助于预测股指价格,其优于传统的GARCH模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Fuzzy Grach Model to forecast Stock Market Technical Analysis
Decision making process in stock trading is a complex one. Stock market is a key factor of monetary markets and signs of economic growth. In some circumstances, traditional forecasting methods cannot contract with determining and sometimes data consist of uncertain and imprecise properties which are not handled by quantitative models. In order to achieve the main objective, accuracy and efficiency of time series forecasting, we move towards the fuzzy time series modeling. Fuzzy time series is different from other time series as it is represented in linguistics values rather than a numeric value. The Fuzzy set theory includes many types of membership functions. In this study, we will utilize the Fuzzy approach and trapezoidal membership function to develop the fuzzy generalized auto regression conditional heteroscedasticity (FGARCH) model by using the fuzzy least square techniques to forecasting stock exchange market prices. The experimental results show that the proposed forecasting system can accurately forecast stock prices. The accuracy measures RMSE, MAD, MAPE, MSE, and Theil-U-Statistics have values of 18.17, 15.65, 2.339, 301.998, and 0.003212, respectively, which confirmed that the proposed system is considered to be useful for forecasting the stock index prices, which outperforms conventional GARCH models.
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来源期刊
CiteScore
7.90
自引率
0.00%
发文量
25
审稿时长
15 weeks
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